<?xml version="1.0"?><rss version="2.0" xmlns:content="http://purl.org/rss/1.0/modules/content/" ><channel><title>Cast Bullet Association Blog Rss Feed</title><link>http://castbulletassoc.org/blog/Rss2_.aspx</link><description>Rss 2.0 for the user blogs.</description><language>en-us</language><lastBuildDate>Fri, 25 Sep 2026 12:10:12 GMT</lastBuildDate><generator>Cast Bullet Association</generator><managingEditor>chefreiss@gmail.com(Cast Bullet Association)</managingEditor><webMaster>info@morganids.com (Richard Morgan)</webMaster><ttl>360</ttl><item><title>Some Additional Remarks Regarding Accuracy</title><link>http://castbulletassoc.org/blog/article/2017/8/107/some-additional-remarks-regarding-accuracy</link><description>  This article appeared in the July/Aug 2005, #176 issue of the Fouling Shot and was written by CBA member, Karl Bosselman.Occasionally letters arrive to me and magazine articlescontinue to be publish....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> This article appeared in the July/Aug 2005, #176 issue of the Fouling Shot and was written by CBA member, Karl Bosselman.<br /><br />Occasionally letters arrive to me and magazine articlescontinue to be published revealing similar depressingaccounts of major-level disappointments in cast bulletaccuracy. Virtually none of these individuals mentionhaving slugged their barrel bores. Consequently, they’reusing a “stab-in-the-dark” approach which seldom worksout well. As most readers of this publication realize, ahuge mass of good cast bullet data is available for those who search. After all, cast bullet shooting has beenongoing for centuries, and we do know a great dealabout it.<br /><br />Accurate cast bullet shooting is based upon threethings: knowledge, using common sense, and beingmethodical.<br /><br /> </div> </div>	<div class="row"> <div class="col-md-6"> 	The primary component in top levels of consistentaccuracy in both cast bullet and jacketed bullet shootingis excellence in barrel quality. In addition, be it either19th Century single-shot and repeating firearms, or 21stCentury precision benchrest/target and autoloaders, slugthat bore, be it either factory-produced or handloadedammunition that’s involved. You must know the exactgroove diameter and you must know the exact riflingtwist rate. This latter most certainly for the Importantdecision(s) of helping to select your useable if not idealbullet weight(s). As most serious shooters and hunters know, as realizedthroughout the centuries,the heavier-weight projectilesalmost alwaysproduce best results forhunting performance(optimum trajectories totopmost and quite consistentterminal ballistics)to competition matchaccuracy especially asconcerns trajectory aswell as remaining powerat extreme range distancework. Another benefit exists in the tendency for the<br /><br /> </div>		<div class="col-md-6">			<img 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"> 	<b>With straight-grip butt stock and .45-70 chambered 22” round micro-grooved barrel,this is Marlin’s ‘recreation’ of their original Model 1895 that was discontinued in1915. This model has the round breech bolt and no asinine hammer-block ‘safety’which poses a definite danger for dangerous game hunters using such a rifle. Thismodel was produced from 1972 to 1979.</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6">			<img 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"> <b>From left to right, (1) .416 (Frank C.) Barnes wildcat -the .45-70 U.S, Govt. case bottlenecked from .457” to.416” caliber. A very nice optional chambering forhunters using cast bullets and/or jacketed handloads.(2) .40-82-260 W.C.F. (circa 1885) - REM-UMC manufacture,This 260-gr. FNSP I consider too light for thecaliber (.406” bullet dia.), a 300 gr. is light enough(3) .40-72-300 W.C.F. (introduced 1895) - W.R.A.Co.manufacture. Optional factory loading was .40-72-330 with a blunt RNSP bullet. This cartridge is aclose relative to the subsequent .405 W.C.F (1904)using a 300 gr. RNSP bullet. HUNTINGTON, ofOroville, GA, lists in their catal</b>og<b> .40-72 W.C.F. barrelgroove diameters running from .403" to .412" SingleShot Rifle Journal staffer, Connor Duncan, states thiscartridge&#39;s bores as running from .403" to .408".</b><br /><br /> </div> <div class="col-md-6"> heavier-weight projectiles almost always produce best results for hunting performance (optimum trajectories to topmost and quite consistent terminal ballistics) to competition match accuracy especially as concerns trajectory as well as remaining power at extreme range distance work. Another benefit exists in the tendency for their longer shanks to be slightly more forgiving of minorbore imperfections, thus (slightly) enhancing levels ofconsistent accuracy over the lighter, stubbier bullets.As has always been the case throughout firearmsmanufacture, tooling constantly wears on an ongoingbasis and thus tolerances vary. Couple this with occasional,but, in present-day times more common, haphazardcraftsmanship and on-purpose barrel quality compromises(usually to reduce production cost) and you havean ideal recipe for disastrous levels of inaccuracy. The old statement (paraphrased), likely first grumbled in print many decades ago by some unqualified and/or biased gun writer, that “Micro-groove rifling will not shoot cast bullets accurately” is as patently ridiculous as the statements, “two-piece-stocked rifles are inaccurate,” and, “the only accurate rifles are turn bolts” (this rifle type this writer considers superbly ugly, an ergonomic monstrosity, and a type which over 95% of their owners cannot ideally stock for proper fit due to length of rearward bolt travel). <br /><br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12"> Not very long ago I built a unique Mid-Range “Creedmoor type” rifle based upon an early-production Ruger No. 1 action I finely tuned, fitted special stocks of my designs, and installed a top-of-the-line Match Grade chrome-moly Shilen “micro-groove” (8 lands, 8 grooves) barrel chambered in a one-of-a-kind wildcatted somewhat obscure vintage black powder cartridge not known for superb accuracy or high power. Case necks I expanded from .406” to .4l6” caliber which is today’s world standard .40 caliber dimension - .416”x.40-72 W.C.F. With shortened and fire-formed strong, modern cases (9.3x74R, RWS and Norma manufacture), and muzzle velocities running from about 1300 fps to about 2100 fps with 355-grain to 400-grain, custom bullets of different styles - all gas checked, painstakingly tailored handloads produce one-hole 100-yd. groups (5- to 10-round clusters) under ideal range conditions from my specially made quarter-ton bench. So…<br /><br />1. Slug that bore<br />2. Be specific with your bullet(s) design(s) and weight(s)<br />3. Be exacting with your bullet alloys as to purpose(s)and velocity(ies), and exacting as to your bullet lubechoice(s) - which is also governed by your purpose(s)<br />4. Barrel bore dimensions must be consistent... hand-lapor fire-lap to achieve it. Mass-produced factory barrelsdefinitely tend to vary in internal dimensions<br />5. If your rifle is of production-grade, for top accuracydefinitely have it well tuned by a knowledgeable gunsmith familiar with its type and inherent idiosyncrasies.<br /><br />The above five points constitute only the beginningapproach to fine cast bullet accuracy pursuits. •<br /><br /> </div>	</div>]]></content:encoded><pubDate>Tue, 22 Aug 2017 05:05:52 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/8/107/some-additional-remarks-regarding-accuracy</guid></item><item><title>Cast Bullets Turn the .32 ACP Into a Bunny Buster</title><link>http://castbulletassoc.org/blog/article/2017/8/106/cast-bullets-turn-the-.32-acp-into-a-bunny-buster</link><description>		 * - Editor&#39;s note: due to the original formatting of the load data table, it was omitted from this reprinting. This article was written by CBA member Ed Harris and appeared in the March/April 2....</description><content:encoded><![CDATA[<div class="row">		<div class="col-md-12"> <b>* - Editor&#39;s note: due to the original formatting of the load data table, it was omitted from this reprinting. </b><br /><br />This article was written by CBA member Ed Harris and appeared in the March/April 2007 #186 issue of the Fouling Shot.<br /><br /> </div>	</div><div class="row"> <div class="col-md-6"> 	OK children, today&#39;s cast bullet trivia question is …Who was J.V.K. Wagar?  No, he was not a writer of children’s fiction depicting Norse mythology.  If you Google Mr. Wagar you’ll find that he was a Colorado forester who was active in the Wildlife Society of Colorado A&amp;M University and various professional organizations into the mid 1950s.  Of note for CBA members is that he wrote an article which appeared in the August, 1931 issue of The American Rifleman on pgs. 14-15, entitled “Almost, the Best Small Pistol.”  If you own a .32 automatic you really must read it.  If you don’t own a .32 ACP, I urge you to read the article anyway.  If you do, you may just find yourself buying a .32 pocket pistol years later, in fondly recalling the article.  That’s exactly why I did.<br /><br /> </div>		<div class="col-md-6">			<img 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"> 	<b>J.V.K. Wagar and a cottontail potted with his .32 ACP</b><br /><br /> </div>	</div><div class="row clearfix"> <div class="column full"> Let’s be clear that the .32 ACP is not my choice as a defense gun against either two-legged or four-legged predators. However, there are times when “any gun is better than no gun.”  Because I can carry legally in my home state of Virginia, and West Virginia, where I have a vacation home recognizes my permit, I do so most of the time.  It is also true that many social and recreational occasions require that I do so discreetly, lest I “scare the natives.”  When or where the cylinder bulge of my usual D-frame Colt .38 Special is too obvious, a .32 automatic drops nicely into a pocket holster.  I also like the fact that it makes a bigger hole than a .22 and still presents a low profile.<br /><br />I feel it is necessary to become thoroughly accustomed to and practice with any gun I carry. The .32 is convenient, accessible and practical to carry during woods-loafing hikes or overnights, which may present an opportunity to shoot small game for camp meat or plink a magazine or two at cans by firelight. You could just as easily do this with a .380 ACP or a 9x18 Makarov, but the .32 ACP’s appeal for me is that it uses the same components I have already for the .32 S&amp;W Long and .32 H&amp;R Magnum, my preferred trail guns.  <br /><br />While the .32 ACP has benefits from new variants in factory ammunition, US loads are more anemic than their European counterparts.   Typical American FMJs feature a 71-gr. bullet at an advertised “catalog velocity” of 905 f.p.s.  In my chronograph test they actually produce velocities of around 850 f.p.s. in the average pocket pistol.  European RWS, Sintox, Geco, Fiocchi or Sellier &amp; Belliot ammo really does clock 900 f.p.s. or so with a heavier 73-grain bullet, which functions the pistol right smartly!<br /><br />My WWII-era Beretta and Mauser pistols steadfastly refuse to function with American ammo.  The newly pop-ular 60-gr. JHPs, are a sure recipe for a “Jam-O-Matic,” regardless of their flavor.  Only the Italian Fiocchi 60-gr. JHP at 1200 f.p.s. has enough pizzazz, from the first round loaded up the spout, to positively eject and reliably chamber a hardball or cast bullet load following in the magazine.  But its exposed lead nose doesn’t permit rat-tat-tat-tat feeding any more than the anemic 900 f.p.s. American JHPs.  Expansion from typical .32 autos is a sometime thing.  Of all U.S. brands I water-jug tested, only the Speer Gold Dot opened up every time, but it just wouldn’t feed.   <br /><br />In over 30 years experience, I have found that the best small game load for a .32 ACP is assembled with a cast bullet, heavier than the issue FMJ, to produce a heavier recoil impulse, but at lower velocity, within normal pressures, which approximates the ballistics of the .32 S&amp;W Long or .32 Colt New Police when fired from a revolver.  We are talking about an 85 to 95 grain flat-nosed bullet launched at about 750-800 f.p.s.  How I arrived at this conclusion takes us directly to Wagar’s article… <br /><br />When I was fresh out of the Navy and an eager new NRA Staffer back in 1972, our Executive Editor Ken Warner asked me to assemble some cast bullet loads for an M1903 Colt Pocket Model .32 ACP.   The first thought in my head was, “why the 􀀁&amp;*􀀁%#!@ would anybody want to do THAT?  The gun belonged to the late Harry Archer, who then worked for our government and was being sent out of the country clandestinely on our behalf. Harry needed some ammunition which would reliably function his old Colt, and was more effective than hard-ball, the only ammo available to us then.  <br /><br /> </div> </div>	<div class="row">		<div class="col-md-6">			<img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAEwAbEDASIAAhEBAxEB/8QAHQAAAAcBAQEAAAAAAAAAAAAAAgMEBQYHCAABCf/EAFEQAAECBAQDBQUFBQUGBAILAAECAwAEBREGEiExB0FRCBMiYXEUMoGRoRUjQlKxYnKCwfAJFiQz0Rc0U5Ki4SVDY/EYwjU2RFRkc4OTo7LD/8QAFgEBAQEAAAAAAAAAAAAAAAAAAAID/8QAFhEBAQEAAAAAAAAAAAAAAAAAAAER/9oADAMBAAIRAxEAPwDWlUqNSRU5hCJ55IC7DW/IQR9o1VJuZ975wfV2kmpzBN9V3Foj2MMT0/BGG38SVJiZfYYdaa7tgZnCpasosOYF7nnYGNWp2emampCnRUn0ZQSbqsIj9A4m48xbf7AmXmKYVrabfaAzTWVRSVC40RoQOo16RVmGuM2Laqip1dbtNqdOlJwMz0s60JZliVWohHdvalSloBICri9hpeNTYZk6IukU+dokuy1JuyzTksltASlDakgpAA2skjSAg2MOOuG+C1Np1UrE63Oy0zMplp0vvhDsoSCc+SxUsZhY22vFo4ax7JY6w7JYsoM/LvSM8jMy4yAUqHlpFG8ZuHeD+KtRrfCeYoz6qq/Q11hioEhKGHyvKyBpfVSbKO1jaItwVxVXuGfBnBeHPZWWX25+cpdXl2pJcw8y+2FLPdJC7KvYa2N738oDVKqnOnUv6bE5U/6QE1Kc2Dx/5R/pFP1THeNqE/h56bmWZmSr0660gS1MzTKmfZu9RZGc/eBQUlWljpoDDlVa9jSnKw24azLpYrleYkdZFKXBLOtqVlINwlwFNs30vAWsmoThA++1/dT/AKQpRUpoIv3o3/Kn/SK0w5iTEOKaZWam3OJpMxTKw/T0yjzSVJS204Bdd9SpYuQQdARYQswTiGema1jWTrdYL8vQqklmXC0oR3LJYbc1KQMxupWpO1oCfKqM2fF3o/5U/wCkR3iZVMWscP8AEMzhNazV0U90yYQgZi5l0y6b/wA4ZcL4xfnMZVHCNefAEw2moUd0tFnvpZXhUgE7qQr8WmigYbsAYulpDC0/UsT4imJt9Ffnqc0X3c61hM0ptlCU+ScouBqOe8BnXs04armNZ+TGM5rEy6q249N1ZVScWgWSQEttpJ2JIud42hIIFNaDEm0iXbQPClLYOnXW8UlxGmpOh8QnqfU6nO0yXxMyzIImZILDrbinUlOVSPEm9iCdAAdSBrC/DD2J6fVWKNNSs+5hinVR9ibqr8288ueQWgW3LrKl5UqzJNvDcC0BdH2jMpF1upQRp7qQL/KPRVlpTd2dYH57qQLD4/GK8bkq9O8Ip6TxJLzD9UelZxplAQpTziCtYlyUjXOUd3fXeGGUw5hem4Epdd4wTcnLy1Bbl5pK3pdUstru0JzNOIuS5dabka3IGkBHu11NS7WF6LiSk1tLFZlaqw2yuWmAhTiSq5Cggi4FuYNtoviQxMWaNT52r1GXl1TLKCO+KE5llNykX3O5tGM8CUKd458RJ7FaKFUXsFYerU1VKbLolktPTRecBAOZQBPOxIskWjYldo8jUJJt9ykGbfkWnfZGrJKkrW13elyADY2vfYwClOP8OiWdmziil9wwlK3HQ62UNpOyieQPWFScWU9U9K037YlEzU4lTkswopC3kgXJSCLmw10ipnOHtde4FvYVbwihrEz1ITTO7W80E3C84zOZinKOupvEixrhOs4uRSnabTDS6nSUtzcjUnXG1ezTKVC6SlKsykqTmSfWAldYxjRF0qsIdxLKSyKegtTz6UpX7GVD8elgQDfX4xDpqk4QZQhLWL5ySRIOqr7aEXKUJNu8WEkWU0QTdGoAVpCQ8P8AFLmG+JNJ+yZVtzFq1KkLzaAlRXLpaK3CB934wVW8Rt5wtVQq7RMNzEpNMybMkqlPMzU7Uaj3jqHlMBtKUqynK1cXJJ8ssAKi4XwnPsUdqSxZPvZqc2iSXnDapltt0PpeFgM6gSLnmneHep4awzhinKxHVKrOsMUZ9dXVMF43bczFa1GwuUG9ijVJFtLi8NtE4fVV6Q4eoq8xLMnBjKFlco6XBNuiX7oAEpFm9So31NkgARKq5S6lVZuXZDsomkgOe1oKnA64VJyi1gU5Rckgi566QEdrNKw7hynKxW5WK8mVLiZ9T0m6XvEpvL3oSAfeQQTYW52EHPv4ZxXOytUYmatOJdpiJiWnJRyzCmWXQ4FhQ07zPp1sSDppDKxNMcLMFy2GsQY7w6y3JTGSQcnVuFSZQLJbZWL5lqSkhIUOQFxpCnAbXD5dYqNSwXi+SdZrTBz0lmYuwzMEkreZbNlJz3GYAWuL7kwCzD1QwTNopNVln6g2K4h+Uprs24fvC4VLWlF/dWbKt5CwhdU2qBhSZowfXWXHHlN0un5Xy4EaDKjXa4QNTqdddYR0nheiXpOGKJVKo3Ny2FZwT8t3DJaLz6c+QrJUbBOc6Dewv0h2xnhB7FxpCBOy7LVMn0T60Oy5cDxSFAI0UCkeLfUwA0T2H8XVqfpbi5kVKgvyq30G7apdditopI0sQTe2h1BgqmyODq65VZKVaMy5KzAl59CyQouAApuNL6Wsoa+cJ8N4JruFKbVKVR8RS7rM0+49JLmpQrdkwv8AApQWC8lOuXNYgWFyIMpeB6jSMWJxPJ1dpIekkSk9LKaWtMyUG6HMxXdKhci1jobQDYziTh+qhIxAuUmWaaai9SkOOIVlYfMzlWEpvdILyd/lYQsmqlhypO4ndm6fVHTSJdcrUwVnItIaUshKb2UciicwFwTvCnB/D6XwzTX5CeXK1EuVGZqaHDLZMrjzynbZSVDwlWmo5QFjAtRZXitQrzRGKSoqvKn/AApLPdeHx+Lw66218oAinzGEamKS08zNtivNGfk0TbyyZgFkA31tfu7XT8RrrBlVqWHKNW5fCc9Tphx2sSj82FuLBbdQyG0qzKUR4kgthPxI5wfTcAS8scMuVGeVOOYVlvZ5Epb7oKV3Yb7xYzG6so2vYXgzEGBJXEmJqdXp+aQtmnSUxJpk3GApDoeKCpRVuCO7Ta3U76QAxxFQ1U6TRnaRPtTFVdeYZC20eBTKcyio9Lag8xCac4rSEixiB96TmSjDL4l5xKUtlajkSv7tA1UMqwbD0hbWsJuVWv0Ovt1EsfYSnlNsplwoO94jIoKUVX22tz3iPz3CCQqMxUqk9W5pqfnqo1VmpphlCXJV9CEoARfRSClFilQO8A8VDifKU+vSVCeYcbXP01dUZecyNt90laEEHNqF3dSLb66Q8NYjm10F6tLpr0u4w24tcq6hAcHd3ukW01sSD5iGWqYCFZxFK4kqNTQ69K09ynpZVKIU0pK1oWpZGpCrtpItoLQ6SlBmWKLMUiarU1OuzXfByceSgLHeX91KbJAANgPLnAM9M4tSdSlsLzSKfMJTixtK5EAIWUqLZcAcy+6LDfYGE7XGyhppUnWKsoUpmoT8xTWVTikIR3rWbNmXqBfKQL7w74QwdK4Ow9IYekXw8imSyZWXmHGUB0JSLAmwsTpvzPIbw2UrhhTaZIs01yqTc6wzMTMzkmW21NrU+brC0ZSFJB1SLaGANn+KjcrS5ytsUp+ekZOXdmHJhgtLbKUW0SoGyr309OUK08QlfaUrRpmmvy89UXCiRacCLTKAyHVuhXJKQcpvrfS0JRw1oTOHathinhVOla2pSpoyiEIAKgAS2mxSg2A2G8Oj+GJR9dKmHXCudo1/ZZspAWjMgIWLbEKSNRzsDANNV4qy9NkZubZklzMxT6nL0qdlk5EqadfWlCFajVPjBuOUS722bDZLxTmF8wSkH+WsRaocPKHU5SZlphyZZVPVBipzbzOUOPvtLSpskkEAAoToLaC0OzNH7qsP1lyoTTzzzKWA2tQ7lsA3JSkAak7nW+m0BHf9pOI1Vtmgf3VUmdfpTtVQ0Xm75EPJbyHw2zHNm+Ft4eJjHSZbEVPw0+kNO1OXW4w6QnKp1IBLX72U39AYC/hOUmMTsYtXPTiZ6XknKe0G1pDYZWtK1ApI1OZCTc6wlnsCUeeRLicmJ15yVnBPNPqes8l0G48SRe3KwNraaiAQ1TiY9SsSVigzipSW+zJOXmm33lBKXi6paUt6J0N0WGvOBSXEepz9SouHXqSqm1eq016qOsTASRKtNqSkglI8RKlJsPUmFlQwNh2qTlRnalLKmnKvKNyU2hxZKHGUXKBl2BBUTca3MGNYWpTK6e6004ZilMqYlJhTqi4hsgBSCs3JBsNDfYGAZq9xHqlKwdUcSSqZCadp86mXKWlZ0KSXEpJJAuFDMSR5QpOJcZTzyVUdynplXXCge0y5Q8ju1kOkI/ELWynTU6wcnAmGE0mYoP2cVyU1MqnH2luK+8fUvOVk318QB35bQqOH6aKgupKlyZpbBlu+7xRUGiblAudBcXJ5wDPgPFeL8TUyUrtSekBKzLbyFNtMEKQ6h0pFiSbjKOmhiR1epVBqnTL8spKn2mVraSUpspYBIB05nT4wlpNFpdAlBIUiRRKy+YqDTeiQSSSR8STCxZ00A2ttvAZ2/wBu+LcSYpotBk6iunVCbl0pMnJltxpqbBzKQ+op1R3aVEDS5IG8WZwvx9XMZ0RxyqvIM9JvFp5xuXLKXAdUqCVC40NuYuLiIlT+zhh+gYlrFYw7UHJZuqsO2bWjMpiaU4HA8lV9gRsddBtFjYRwxK4YkEyLLy33TZcxMLFlPLta9rnKOgGggH3vJz/7z/0j/SOgdhHQFbz0gtdUmLbFeb6CE1cwrKYgoz9KdVkUshxp0JCi24k3Sqx31vp0JHOH+oIvPO5NE5hf5CBsNAK0OggKVwh2fKvhul/ZdPqslKhdQK3XkNE95K+8kBJ2Wk3AvcAGL4pVPYpNNlqdKthDMo0hhsc8qU2H0AgTCTcX+MLiA2Qm1wYBun8P0qozcvVJiVWidl21MtzTKyh0NqIzIzDdJIBsfWEE1gPCa5enS66UgN0pZekkpWody4d1gg6qNzcne5iRA5iUjSBKbQUeIa7XgI5PYdolWmpOaqNObfdpy+8lFKJHcKIsSmx0NiRfzhXPYfolYXLmqyDM17I4HZfvRfu1gaKT0V5wtdk1IJU1cp5jpHNNLKR1vtAeppNMXNmfXJM+0afe5dTbYnqfM7RzeHqEhT4TRZIe16vnuUnvT+3+bQDe8Ku6WADbeFLSVZeloBOilUoLStFPlgtoWbX3SboHRJtoPSDkSjCXQW5VhJ3BDabg/L1hQlq23OPcigb308oCuON3DKex9htL2H3gxXaYoTEi4FZSpaTonNyO5B6xX8jxW4+0ijtyc/w+RMz8u1kLzgUFOKSLahOl/TeNGpSdBzMCyC4sRpAZZkMX9rXH04qTZoUthqTUMqnEy+RQBOwUq+oHQRJE9mesYtmpKZ4k43np9iWWHDK5yoOEWsCToBGg0pJVYaAfCBhJGgGhgG2h0Sl4eprNIosi3KyssgIbQ2LCw6+cOdgbECPAj5QIA3ygQHbb2hDiCrt4foFRrswkFqQlnJhQPPKkmHAIUTYWv0vGfu0rx0wxScGYhwRTVzD9YmpZUqotNjI1mNjmV6XgLJ4HcR5nixw9kcYzlPTJvzC3WltIHhBQsi4PMEARHu1dPvSHA+vIlVqQ5OFqW8JtcKWAYj3Z/wCJXD3CHCbD2Hp+oqlVysrmeW42QkrJKleL4x3acxVh/E3CmWboFak51moVaUZzNOBWmcG3lAXThFhUvhWjS5uFNyEulVzrcNpEVbx54j4no9cw3w0wKoCt4jcUC7oC2gXCQCep1NuQMXHIJDchKNACzbCEj4JEVrxt4JMcUZSUqNMqTlLr1KOeRnG1ZVIVe41HMHUQEap/ZSw3VXkVPiFiGqV2oK8TyUOd2wFHcAam1/ODMV9kzAk3Ke1YOmqhQapLJzyswxMEhKr3F78rwmo3EzjVgWZaoXEfCSa0yPuk1SWIQtdvxKFspJG5AF4sXCXFzBmLau5h2VnFylXQM3scynIpfmg7K+GsA94GZr7GFKbLYqUF1ZhgNTTiTo4pOmb42v8AGHooUCco0MGADTU/OPFPIYQVuqCEpuSVEAAecB4hK7GyQRAgDuRFN4j7TuGqdWn6Nh+gVKuKlSUOvSzJKCQdQOZHnoIlnDXjBh3iR38nJtPSFTlRmekJnR1KfzeYgJwBe9xtHoSCNoGLGOgABIJ1Ee5Re94FHQHlrC0At1TBkd5QBfwjlAC2kcQQbA6c49y32MB5/DHfCPbEbmPNQLDnAd/DHW/Z+seBQzZfFe1490/NAcU35QAixtAgLH3o8Uk3veADAVA7pgUeEXEAWUBRvm1gKkkC0DKAnwk6mAEkc4Aq1vCE7c4LO50EGuE30vAcpve41gCwm56X5wUoq/Hc6wcq6d4AohQuNoAhVh4rC5jwNWUF3+ECXa2seJXclJNyOcAKOjo6Ai1STeoOg7XAv8BAmEFKCAAbGDZ5se2u2FrEfoI8aFiB87CAOlwcqlHWw0MHglWVR6QSk5QQlMHIvYrPLlADCgFEg6naDFKNhYmCiLp2G8DSDbeAUNKQrQm59LwJOVLhzcvKCUpKLOC1+kHDx6qFiN7QB4CVpuBcR62lObbSAJATqFfCDEGx12MAZcjaPbApJJ1jzS17x6nUGAMSU6Xt6wPxHmIJPpB6SB70B4BbWBa8o6946A9LZANiTBjabDNfUwFCiom+kGgaQHAW1AAMZ97UuE6FJ8PES1LpkuzN1qtSyH3gkd4vMrUA7/CNBRDOKHDxPESkSsgJxUs5JTSJptYNvEk6QDhS8AYSTQZKmzGHpF1DMo22UrYTqMoGukZ77R/CfCuE/wC687hOQTIqnq0024wlZ7o6g3sdI1HIMusSjDL7neONoCVK6m0Vfx0pE3W6ngmSl5NbyE1lDjqki4bSNbmAtVpKG2kJOUBKUgdCLQBmdk5gAy82w6DoMiwf5wN9HesKZuUhSCgkGxAI5RB5ThNR5cLbTUZpSFqK7KOoub6dICZzT9MDCjPTEolkDxl1xIAHU3MZX7QuJsAVfEFAovCmYaqWM2aih0vUk5kSyEke+saFROmUE21JttFo4u7N9Exg4lM3iGoMsAWLAUShXnvvD9w64D4A4azCp+j0/v6goZfaXgCpI00SNhAT2R9oVJy3tmsx3SO9sPx5Rm+sVVxGqlfxtilPCvC84mTStnvajN2/ymvxfHYAcyYt699LWA6fpFIY6/vfwv4ivcSqHQnK1S6kwmWqMqzcOpF7hSPMdOcBZmC8B4cwJSUUmiSCUaXdfcSC6+rmpSiIGcD4eTiprGTMmhqpIYVLlbYy5kq3vbeG3C/E6j4pp6Z5mm1GSKjq1NM5Vj5aQ/tYgkHlBpvOVnllgHLUbx0BbUFthdrEwKA6Ojo6A6Ojo6A4WAULbwFSSdtBAo6A8F7aga/SOI6R7HQAcpvfSOuesCgLh0uBAeaq5wBwKv1ECG+0cq+U8oAvnaONusdvytHWvuIBgrmIpmlzzcoxh+fngW+8D0ukFAOvhUTsdB638oSHEFcWEq/u6tBcQpaG1FalFQTfJdIyg3PvHw2ESi+trXG0FrUoqzKtf0EBF6xiKvU6lyszLYZffnJmaDCpYKKy0kmxWpSEnQDW+0PYmdblDpPQIMKzmtYG4PXWCykbZYBO5MlSbJl3T/DrBJeXbN3DpHMGw/nCtSCDcXtBa0kj3jAJEqcUo5mVBPXMNIMQbg+G0D0SAnmY80gOjo6OgGGfTaddJvqRb5CPEWBsTcQKeSfbHdtSNPgIChF73uCNtYAxICvcAHqINQU6jNytAUJuLC14EEKvlJBtAepUQcu9zBqU5SepN4IdWwwlb776G20JKlLUbBIA1JMUDjTtr8PsG4lncOs4dqtXMicipmWW2lpav2c2tr6ecBomznvHQJ1+EDSo6x89sU9rritXq+9UaNWDS5JLgVLyLASpKEcgo2uo9T5xPML9vRFGbRJ4vw9O1OYA8a5fu2wNNLHc+dwIDaSBcjNc22g7KVDbaMqy/b4wc4i44d14c7F5v9bawpHb0wVpfAlbBPLv2/8ASA1HytcwIKAveMxo7duDVC/9wq2Ba/8AnN/6QaO3Lg4lN8DVrxa/5zf+kBpgXOsG3APP4Rmb/wCOHCGYZcC1u52AebsfpB6e27hC2uBa5p/6qD/KA0sNo6M2/wDxx4ITYOYJryb8ytux9I9HbmwDbXCFaGtvfbgNKJQUiyvWDdLbRmxHbh4fuIBRhKuAHnnbh7p/a7wXN05dZmMOz9OpiSUqn6jOMSssFDkFrICj5JufKAvj4x20Zvn/AO0B7M9NWpmaxuXnE+8KfKvzSU/xBsJPwMImf7RvstuhQViitN5b2KqM94vleA1DpbUm8FrZacWlxbaFFGqCU6pPURm5r+0P7LCkf/XafTYfipEyP/kgLv8AaK9lRpsrTjmfcWBogUmYBPzTAaW09bR7YnU3HmYzjTe3lwKxDnawpPzNVmyk93LgpaUo+iiCfgDHDtf4XmVWfmZmnI5oZkQ6sfxLWNf4YDR6dCPP6wIqCdV2SLbk2jOqO1BwjmiPb8TYreuNcjbbST6BChBzPaI7P6VBT7dafB1zPNLdN/PxmAv1dQkm755xhJHIupglysUW1nqnJAH8KnU2/WKYT2kOzwztLup/epmb+cKm+0r2floGVxxI6fZRHz0gLbTO4dPiTN06/k4n6awazMUs/wC7zUpfqhaIqVPaO4AqFhOE621pKtPpBv8At47PToBcqEuTv/8ARq7j5CAt8FBF21JUOoN7QIi28U6vjN2eXbKGIUS53+7ZmEWPwEHMcZ+CwuqT4mzctyIUXlAH0UgwFtx0VWnjpw/b8MrxUpEwRsmak3AT/EgD9IUjj5gSXaDs/WZBxskAuyL5dH/IoJUPrAWXHRCGuN3CV4eHHlNFxfKSsEfDLeOw9xn4dYnqbdGpNZdVNO3Dfey620OW/Koixvy6wE3jo6OgO9dI6PBp7xjioX0gOIuLQXplKTfTSBg63vAM1iRzJgPRbqY8NrHWPf4o71IgCx0jtjAzlEAOpgAKSfeBMBUglObNc8x0hpxFR6rU3GHadWlyKWUOBxATo4VAZSTytr63hGMO1xxaTM4jdyhlLRQ0mwJCwrPe98xF09LEwD/oADsIBbNc3hkco1aOKV1r7Z/8O7gNNyWpSF31WddTDtlmQLd6gEb+GAMIFtSdYJVsRHFE1e5mEAc/BBKmXs11THySBAeBaQopO9oChRJ1gYbcuVKdC77CwFoDkyrvACjo6OgGKpFQnnCE8x+ggkEqUD00MHTqrzrot056bCC0JsD84AxskaiDQfApObzPWCglxHiIuIpLtL8fKZwtw47S6fMoNanEFKAFC7YP6GAY+PfHOnsTisFUia7yVlld5VHGlXKwNmhbqd/KMxztVwRWy59sSynkKf8AaCkOZBn1uTa19za8QGbxXQak73s/iGppD4U9OKblW1hKrEqIJWM3QA9YjP2nREMSi3JuqomJl0lxs5CGpf8APfTMs9NtN+gXUy1wlSsFvD6A2pIuVTDhI13963SHamu8LJVa32pBDJcteyswsNtyesUKitUTI6tmaq5vMBmVCg3940L3Wsg6EDL4QCNd7iFD1Wo7LU4pibqDoaUlEmCEDvlEjNnv7oAvtc7bXvAaVkqtwqSpYUwwvYJ8Ah7latwqQgH2NgKvbVI0jMjNSw209NrNQrKmpeWTZYaau5NHdvfRANxm1Om0OMpPUSam5OXfqdZl2W5NU3U3ksNLEta5SlAuCu4y3Jt723OA043V+FK1FLjEsBoLlI8PW3rDsziDg4wiyZSWH7RTf/2jKtNMhNrpDMzWqjLPVFalzIWlBRJSoP8AnFVhmNgo20tbfWD1TlKdpapyVqlWU7Mz/stNZKGgZlgXzPrP4dMvh1FzvAaql8TcGu9JmGJW1iToNekO0tiLgitBJLIJF7ZRb5RkB2fw+0qpFmtVZ5mXKWZJYbZHtTptmCv+GkALNxm2AtrcKUzdAbmFJdrlYS1LSwW8tLLRPtJGjKR+XbxeumkBqSq4/wCC83jiVwHhPBX29U0yCZ2efW8iWk5Bknw53FA5nDceFIvrEwl6Pgx890jBGH8x/CmrINvM+HbrGJKi3IomadMUnF9Qpk6WCupuOSjbzbbOoSmwWkqWUgG4sLWG4vHSkxOliVSnFk8JiceUgseyBKUtbBwqzmxP5R03gN0SlG4eplhPPYLoYQyhxxbRq6L2SkqIPh10B0j561pviD2qOKczSMOSRmH3HH1SVPbWEtS0s2TlbaGyUJTqbWvqTqYmdIeogn3VT/EGfTIodU224adnL7eoKsnepKbjkSdDCvs5cLqhSe0pS5KmYrn28PVGVm3pOtyTZaXMt2H3IF1d25ewUk3ta97G8A2y39nH2g5lBVMUdaSDoA6nX0vtCtP9m3xxUh5008gtlNk5xdy/SPoexwqqSZlaJHiZjYJIOYzDwSB6eDUxI3MG1ySpP2aeINeaaDt1PuOtFwpv+Yp25fCA+ZrX9m9xwcSU/Za02Fwc4A9IT1D+ze46yqC4xSnHTa9kqBselrx9P00F5Hd09ri/VWpjvAopS6xnUkHU2Uk23A+UN+LJSZcku9l+L2JELlx4ZaRbYDjirbKJR5a6wHx8x92VOOXCxlzEFXwhUkycikPOzLKFfcJB94kbAdRH0O7Jo4R8UeAmH8ScTqVSk10B2SmphQCHJnulZQ4q25KbXPUQycZ1Y4qNImcN0vHdeqisWtKpMtLTpaU200o2dfetayEJuSvQGwAubXbsOdn+g0GhSOEqHxjpHstNb7pGanvgundSyAvQkkm8Bfy+HHZbUsJ9mpWovl7wQaeD/ZkWUkS1OAUNu93+sU5L9nCam0H2XinQ5hSj4UrZfQLD9oX/AEhyY7KOLJ+ypTiRRXbAAJAmdDfr084C1U8FOzg8ooS1IG+wD4/1gtPBPs8MHwOygSTqA/b9DEJleyBxAbSCcbUc9CDMax5M9j7iCtAyYypaiDc/ePgH/pganCuA3Z6mkjuky35iTMbj5wna4HdnBL4aanJULuRlEzz8ogb/AGTOK6EnJiqk2IsbTTosOX4YQJ7LPFlBU81iKhu92NXPbXPCPO6dIC00cBez7MOd2ieaKtsomdIPc4BcD2wlr21vKBYAupNopxzs68WJZLjzmJ6NkQRcIqKgR/Fl9ISTXBficwkuzGMKG2i2yqxYa7fhgLmV2fuCK9BOM3697BSez5wVWVIFUbKdiO+HhPlFDTPD3iBLrC1Y3oVknKb1xIJA6AphCvCePEKU2cbUNK1HMlTdcbN/KxgL/HZr4MPoK2a4QbkaPg68/SFzXZ2wHhqQmcQUasOqmqfLrmpdQeBCVoSSCR8BGdDh/iPKJSlrENMcWRr3dXa1+u8PNLpPGpiWnFAmZlxLOh1LNRaX4chzaBVzpyEBpLhjxLncbYHpeLpqjqcZnEKDjsorPkWhRSoKRvyvpeJxI1Kn1Nsu0+bbeSn3sp1Sf2huPjFC9hmfdnOBTKX9e4q08yATcgBYNvqYvGeodOnnvaCypmZT7sxLqLbqf4gPoQRAOKsp5iAgAqtaGgTNapZP2i0ajKJsRMy7WV9A5Z2gbKFvxII/dhxlZyUn2RMScw28jkUG+vQ9D6wBqtL2THFIVYkbR6Bz6x1oDrDpHaDlHaQAqFjpAcu19uUBj1Ssx2GgtHkB4U+IKAuRtATcG5uPLaE0/VqfS8n2hNty4cClJU4bJskXOuwsISLxTQFFxtFUZcU1nDmUk5Mqbm9thYg+ewgFpIRrqTtHlgeQ+UNpxLQhTX6w5UENSUtbvH3AUpGgPPfflCxiaYmpdubl3A4y6kOJWLi6SLgj4QBqh4SNB8IJWCdtBBhWm1s31gpS0qBTmG17gwBTqynwkbaC3OOF7XMBLyCLBabDqdYEkhSbhV4Do6OjoBhqBCZx34D6CEFWrtGw5TH65X6pK06nyicz0zNOpbbQOpUTbcgW3J5QuqSh7c7a51Gg9BGa+2tgTFXEXh6mi4fm+6blXkTqm3VZWn+7CrpUdgQDcXI2gJpxD7UPC3DmCp+v4fxhS6vMspKGm5V7PZZGh21j5e8WOKdc4g4jm6vVp1by3XCSFKuEi+iR52iKTU5P0plyTXMKFnCkIDl03BOvT4w1SjftD6cwsEeI6673/WAfqWA1LFLird9ZayTsgX08uZ+UOCZguKV3YPeO6J1vlTz+Q3+MNYeUpBA3Krk25f6f6QrQ6soUlCgC4La6m3S8A5IeKSh5kEhScjAtqBbVXrrf1MHiZDToWAXEMHI0knRSyL3v9fhDYHHBdaCLpGRPW35vrChmZLDrb2hLAGS4HiJ3Ntj/AKCAeETSWSGUrKmpYZnD+Zzz9Dp84XUyYD2VmdWESxWJmbIuSoJ90fXbzHSGCWeSlKEKC8qTnVc7q/rf1MOUi+24nu3FI7tai86cozWTsL72O9upEBKGmpiaCZWymn6kgzD5FsrEkkXA8gQL+dh1hQipPzraZqTSUOTI9jpcuBfumBqtZ6HUm/VR6Qzqn3pltbTzyxMVMD2hewalk7I9NPkPODHKiHVOz7aA33qRJSLVtWmR7yj566+ajAHtv+zj7kpUiXUW27Dw5juo/K9+QAgAnshbaJClNLzWUq3eL53/AK6w39/lUQ2q7LQ+7z7X5i19ja58gID7SkBIQkKU4S22nmep/rqYB1Q8XUFJd7zOu7iknQm1wP66Ac4OeqyWEvuOKKg22EuEblI/B8dvnDdLOpaYU4hR3yNkbqVfU+f66CGGvT6FPopzSyG2iFLsd1dPh/rAGLrky68p5x4WWo2SCBpyETfh9xSxLg2eZnqBWH5VbTgWkJV4Qra9tr2vrFZLeSlae7Ub2G40g+XW4lYUlQGut9ReA2tSe3nxUlmm5ebcpUx3dgkqYAPre+8O0122MaVKXLM5RaU8hepSGtjvprpa5jH1Ge74q71ttaSLCydYkEu3keQ40kZLEEp5qPWA0zT+0Y8pxyZTQWPanlZlL7xVr2I0F/8AtoIdXu0HiN+T9npErLSyim65gXzk2tbNe9ozK0qabT3ff+FAuSkkW8ttYkNDnlpdSnO4XDqCFkQFrmt13ETq5uceUpbqLKyeFJSk6AD8o+UO9Glph1aghJCkAajUeQ+cMeHZ9lmTZAzLUL50qGtifr6xNaOWHn2siEglQ0AsQr/2gJZhmeWlTSVjRW3IRe+CXW1BoPuEqUnRViLi+0UvhynumabmBLpVnOW2v0HIxe+C23O5aBB8O91kkdQAf6EBYsoB3CLHS39bwosIKYVdsEi2kGK2iamm2tKV3BaQopKgbkRTuLa9Oyanm25pSWtczSFbW0FtrgRZGMaj3I7nIVCwPloSTzFtrRSWJ1Pz806whlBLqdE6gXF7kna0VFRBa1jepJU41LTCy0oAnUmyhpFYYjxpUnFuZZkEKsjKNb6/rEsxew0zLe0OrDU2qxyoJAsRoYqmqTpTnSUlzvFnMoqsSBAIZyvzjufKrPlN/wARAPQxF6lWZlZWC4lCiolGtgFdPrDvMOKUsrdaUgFOuQi5TEZq2SxDbarnmCL2v/3gErlZnZSZzvOFQG5LlwIsHAWJK9S3qXVJKqP5lzRbLSQSAkpPzG4+MVU7KTCXsriXBfRKcoObXb4xPOF9LqtSn2ZEya3UsEqSpaik3A/Dpbna0BtTsNy7jXAhiacaKTO1mpPi/TvbX+hi/inY3iC8EMEr4d8K8O4SeSBMykrnmB0ccUVq+qiPhE7FzqrcwAVCwJ+sN83Rpd8mZlXFyc0Tfv2SASf2hsr4w5KvsICnQHrANDdYfp6xLV9KW8xCETjYsy4o7A/kV66Q7Ag6A7aXgDjLUw0tp9pDjbgKVIWm6SOhB3EM5lqhh4ZqcHJymp1MoVZnWEj/AIRO6f2Te3I8oB8JCRe97QBRTYixgqTnJWoS4mpZ5LrSuYNrHmCNwfIwYuwVAeR0dHQCSekZOoJSzOyzcw3rdC03GohKMPUNvxN0qWGt1WRuSN/OHFQsRYi3nHEGxN/L0gG+Yo9LmZI016nsuyyrZmSnwm21xz2EDErLJSlCW20hAypAGgHSFOnP6wBROcbfOAIMtL7qbSfSAqZZT7raRy2g5RN7QWs8id4BMqXbAuEDU72gSUBsZQB8I5d9cwHlrHoOgBgOjo6OgI/VFJE67lGpI/QRnXthYwm5Dh7MYWpc77NN1NpaS7YnKkIKjcJ11AAv5xoqoW9veJ1Gn6CMj9oGeFR4gtyj7y0Mtyzl1BPuAkJv9ID5tVXvVvd+42pBPvIULFB6fPnsYUyaWGWld462VuWJ8Q0HL6RKsTkT2N6040VTMv7YtDaSpWUoB0sCfjDnJSEhkSpymSoJFwAyDpAQoTLSAsh5F1EIRqNT/wC9oNE1LtruH20ggJIzDfp6xYDlLkEjMKRLZQMwHdJ3jmGaMbJXTJK43CmQdflAQQzDAUVKmWwEjXxDQa+e97n5Qcmfl+8QkzMuTe6rrAsOZ39LfGLKYk6SU51UaRNjfVlN/wBI9cl6QlIc+xZJRJsbsJtb5QFdtzcu9lQZpsJX4rhYNwOmtj/7wtlJunmwM80lLh3Chc2uQBrvofp0icIXSm3Up+xJUjYAMphcyuj51A0aTBTt9wkWvz2gIOqrSS0LJnWG1PEIWoOA5EA+5b5fLzhRMVeVK3XkvtIQ2iyAHASlFtuWvXzJixWm6V3YT9kyV7aEMJv+kGNClITf7GkyQdQWU+78vWAq5iaacDEu4+0kOAurssfdoBvrrz572AjlzrLiA8h5q8wSyyjvACEX1Va+n/eLqlmKSuVC2qLJqcJ1PcItlva20GSkrThMIZbokq7nF/8AJSNPlAUsatJsM+0NutFuVBYY+8FlOG+Ze9zrzta1oi6HiVKUp9BWoklWcannzjW0phVVWmGm6Zh6WTm8IT7Mg9bW002MHVCiUSh0xyexDO0ilZswQhxtvvVWBt4bbE84DI6Z9kKAceRcach/OHKTcClHMhoosDfOBb4ExZfEDiHwy+z/ALLoUjL1KZfT3bji5ZF8xNhlsN9ojv8As+r0oz7SaFMmyQP8g8xpy+sATT6jLyqC6upU+Wab8RW7MIFj6AkwYribgWnN5HahOTar+5JyCij0zOZITONP0x9h+oSxk2HHkNPvrl83cpvbNlAufQRJH6GueV39AlVzMk4ollwyZbK0jTNkI0vbaAYBxxwqEKYOFK+6kqBzF9pBV5WyqtD5T+0PgeSuXMD4kKxqSJ1g6dB4NYWSmFaq9doyBKirMQWFXHkNP6tD3JYPmgQ45LkJPvEs38idoA+ldrPhvJNLbmcAYuUp0AFSJqWtYbWFrjbaJRRe2nwqkMpVgHGZKTmH30r4vrDXKYdkQWyFsZgbpzN206Dy3iVyeEk1FpL+VlpZASkplAACNrm1yeUA/wBE/tB+Dkg5nc4e40zbgBcoQPP3xFgUX+094GyPdoVw/wAbIIGpySpF772DusQCSwBTkoLk7TJZza+eXSi9upUBD01ROHEihP2wzh1iysxU+7LoUnkBqf6AgLQlv7U3gOtICsJ4xQB/+Hlz/wD6woP9qP2fVJKXaFjRonYinsK/R6IDK4z7O+HG8s5UcEpVYIVmMu6MuxASL7wGoceuylIy7rqZ/CKiDZCG6Il5wX5BQRqLHfeGGJPVf7STs3VZBZdYxkyCdVmjoI+QeiMP9ubs0TDy3E1nEgDiFtqC6ErwhWmll6/pEQxH2kezSltUvJUmQmUZU2TL4ZbutQ/aUAbXPMc4ratccOB1Y7xcvwqnZxx24JbpjaM3oANNuUBYGIe01wBrbq1S+Nqklbgtd2ivgaaAaXtoBtEWneK/BCdWlw8T2e6IvZVInEFJ87NmIrN8W8FzTpFK7Osy5dAB72SQnX4I8oQLxg6828iT7O1Ol1ZcxW+2klIsbW0F99hAP01j7hJOrUZXiZTgArKnvJOcQSB1+5taFMrMcLp5pc7M8Q2JlI9yWp9OmXXnj+VIUhIv8beekRtMli2qzku0OD1DQ+4BkablkqJB2ulJ6eUWXhXg5X67PNs4hmafhBQIaEupj2VTgtrkOma/714CGnEpknAMLYKlpYknLM1tYmJjTmGEeFGu176xZ3Z84eY2xtxJolVrhqk9TJCYTMPuKT3Mq1l8VghIsbm2mn0i3cI9nfAeHHGlTEouovgAlUwbIJ/dG/xjQGD6ZJUmWErT5VqXZTYBtlISkfAc/OAnLeUi4NrcoH/KCmVXSDzgwqA0MByiRsIADYnQx1/MxwvyMB2nQx22oBjrm9jeOv5wDTOUuYl31VOhFKJpWrzCzlamgNbH8quiwPW4g+m1ViqtF1nMhxCih5lwBLjK+aVAaA+mh5EwqUq294aalTXHHxVKWpLM62kJudEPIH4F+XQ8oB3/AK2jvOEVLqbdSYKggtvNHI+yfeaX0P8AI84VqIOgVYQDZXZyrSyWE0mVQ8p1ZSvMknILaK5C1/P0hpVWsZ2VbDiEqs53YDgKVWH3aib+E33TrqbXiSrUTp0gBUNiTAR+ZqmKEVOjycvRUuS0y2Vz8wpJswq3uJ8W9+otDyp5RUT3Lmh2sP8AWDPCBodYCdE63gClPOhf+6r2v7w/1gpbzxGZMsrqQVAX+sHi9tN4CoKANtTAJFuuqUf8Oduaxp9YLafdW4ELaCf4r/yhSrUZl6KMFJ0XY9dIBTHR5cdY6AjM+u066nLpcfoIxfxaedqHFSZQ3U35Ncm0kh1tV7EqUcpFjcHS48to2PiB0yypyYJJ7tsq/wCkRhDEdTnKhjrEC0JC5lE2MwVcENkDKQOY03gMpVZ9EljqsyanC6kTrhSsCxUVG97WFtTyAHlE6w1NUVxKZOebuvKEBa7ix+EQvjXIzNCxu5Vky5QxOBILiE+HPbQ/EQiouIA46hLtlA2UAeUBbAlJAMuMltCCkKIKvy3sb9eVoi7jaXVImJbOsbklIBI5abCHGlVL2vuw++haHRlIvZSVa2/WHeSlpCRbzqBPeLI5EAXvfrtANUr/AJoZKiAogLvrr0v/AEINnGW9FZ7gJOh6/p0h3m0ybLqFy6szak9BuRv84RuIlpl1wlJCSUNBKdhfQDzPOASNya2HApIzBIupRJuCdbDlDjIsSyZxtEwnwOm5zbg+sGssl4plmlBeZ1QIA1tffbeHrDcnLvlLM5JPLBDjyFqFgAkgJ39f1gCZyXpinksSTq0lwWKbWFrdf5wukJKUV3ssy2XVNo8ThRYAZQb/AKfODXKWy3VGJVsKS3r3lwCQm2pB2t0iUSaKMgOy/ta20vuoYClc1K8R067CAJ/uu8ZRS6bKpSoS6VKNzbL7ykjmVWG0S7CmF6dTJF3E1XaS1JM2UCs2UBYkixubk6Q90R6TROFNwpphlKQhVgbWVYnS1yb/AAEVXxyx3PMp+yJQtsyuXvCA6AlYPX05QDFxE7QK6W2/I4LCqYkoKO8SR3pFzubaadPnGe5moVvGC3anX62+1JZygvru4tStTlbRcFSvkBzIj1xl2tVVaZt/u5dOd9522iGUi6letrj1IiwuBHC2a4z42bVMNLk8P09KVOhGzLAPhbBt76uvqeUBH8H4KxHW3204BwlMBxtYImg2X5rNyUXD4Gv4Ept15w6cV8A8UOGq6XU8dKqLsvVtXJoTyphbZBGZBN7BdrEAmx+cfQeh4bo2GKa1R8P01mSlGhYNtJAHqTuSfOB13DVExZTHaDiGlS87IPiy2X0gpPQ67HzvAfPeR4TYRxXKNz9N4i16YChnUEhF0A8yAQQd7jeLDwH2SncSTD7lEx7icSsuytaHFZMqlBJyIJBASSRbc+m8NkhgHDsjx8rNFwD7QxS6cpMohKpi6TMOeE3v7wGth0jXXC3CzNTwUKnJVSaYoc1YsMMeEzfiI79axrlWBmSkW8Kk33MBkSR4GcXHZ/7LRQqvNTyAS77JW0KQ0P2lldkk/lvHtZ4TcZcItGefoGNZdpBzqXKTvtKUW55UL1jetPp0pTpcSsjKtsMo2Q2kJF+ukKS3lII3vtygPnlSMW8Q8WOu0uV4wPUp5kd2WXJNDT9htmUEJN9TuSd9TEjkuCPEPEaUiqcasRPiwJSibdAA8gFxpTjN2ecIcU5FybYlkUjETSSZapyyMqiobJdA98Ennrv0iheCOJ8SUPHh4R49SpmqSbymZZxZAK7D3Ln3gQLpPkR0gCJXsiyk6sInsZ4hnnFgqst6/pe+YxMcN9iDh0txj7XRVZoKIDi0PKCr66kXFhsNzF4yMu7LPthS7i2UFClEj5coltLQrO02H1h55JSFhsqSlN7kkG1xp8OcBUtL7E/BdCHkN0GZed0U0pTikgX5XKjcaa7bxZ1H7HvBinSqZo4Dl3ScjrpdS0AQrbw5TlHTyifUqTcZbcWVjKkC2ZsJvr1J89t9YlU7VJdLTcs28+jvGUocVmsCE73yggHlAVeeCvCyhr7qTwNR2Gy33bi0tZr32I2A1AtYaawx1fD+GpGXclqVhuktum4Ku4uc34rDQC9uQGkT3EOIqbTkf4mYfSJjwSzDaFOvzCujbYFyAQCVWCRzIvEWcp9RrDyX5hJpUqFXbYZdC31p6Lc1CfRPzMBXz9Cmu/UyGme/WnJ3bLOZxSdwAm5CRqd7DUw40zhQqothVedblkqACg1ZcwpI2BWfCj+EX84sWn0uTpzPs8lLIZTzsNSb31O5+MK8llaD1gGig4YolAZU3SaazLlXvuardc81rVcq+cOr0hLzksWJppt5tWim3UhSVDzB0+mkDAtsIOQUAm172gGqSwm9JKDmF6m7TUgH/Bu3fkz5d2o3bH7igPKJvQq89IKSziOmmRNwETLay7Kr/jtdHotI9TDfIJAOpNzErpeXIG1pBQoWIIuD6iAlEqtp1hLjK0rQoXSpJuD6GBuciIYG6K/TrzGHH0SqlHMuTduqWcPoNUHzT8jCynVxqffVT5xhcjUGRmXKvHxKT+Zs7OJ8x8QIBzN7C28FnNubgQZfygCla5bCxgO0te4v6x5mO14qviJ2lOF3DeadpdSqb1RqjPhckae33i0K/KpZslJHMXv5RXDfbfobyiWuGldcaPuKbWlWb4gWH1gNNaHeALy5dYgXB3jNQuM1HnKtSKXPU1yQfEu/Lzls4URcEEaERPHRbU7wDVU5B/vU1alBIn2BlyKNkTLe5bX+qTyPUEiFFPqEvVJZMzLlQ1KVtrFltrG6VDkRCmGipodpT6q7JtqW1a08ygarbA/zEj8yR8xpAO9+ZgCySoG2keNvIfQh6XWhxpxIWhSTcKBFwR6iBE3sMvygA2PlHKBtpHKJTbSAd4CdhAeHS1tICtOYaGyo9WSTYc4LGgUL6iAJUkhfjJVm6QAJsTa+kGqSCo+kFqICiE7GAM7wfmHyjoL7pUdAR2sd25MTDDiQpDlkkHpYAxmrit2eftaqKxDQwszSEqSh6Wc7t8J5JNveHreNKVWxnnh5j9BDJPLShBtclWm8B82eKmC3D7RSMVKUX+7KEKmgWFpNwQoE+FSvOM3z8jV8GVD7PqrSw1f7t4JIChy9PT5R9XeK+DMLY6o71GxNS25tp1JSldsrjZ/MhY1BHyjBnFrhfUOGs+MPYldVVMK1AlNNqKk3cllfkUR05jY7jpAV3R6454QhweIghQ3HnfrE2pVYfmQ2HbKSLqCb3084qRuXmsMVtyjTy1KaBu2oC2YHYj4ROKLNKzoCQO5HiNzYi38oCZLmWDMALWVIULAA6BO9/heBTM3LraCGVlR9oQtY5JSNLw0sLXMzGZD5ItdxKrAC4tcfLaFbYZWotNtWSUA3KQPGTrrr0gJHh2Zbs665qEpslJ0ynqIcJTEIkH3n1tErLaG0pGwub6RHFAMIBQ8FJWRl6g89uW0Ezc5L0xhMyH+8m3QoBpOp0116D1gJyxiZLSjPTV0JQlS1DkE2NvXTSFmHcY0SenWGn6m0c7xeusk+NIypuT1inWnKhWXFLm3lBsZSkNj3dbWTyPxEPSylVKFOZe7pcu2hwFaUlJtmClKJ3P4QkesBe+IKnMMyr70qygOhkFS7f5nhKU687X09YonHFR+0HVIlUKWG0hvMddANhEnkcQ1dGEJZUzOLmNO5bJ0NgTdRJ300ivsRTyEtrblQsBZJzK1J112GvPeAjs5LqksMuvZAV1ObEmk9GkAOOD4ktfCNv9k/Ckth/hbKzqG/vqs6p9arakDRI9IybjrDn2Vww4dT60hD9XmKtNrSpXjyZmUpVbciybX25co2z2cZyWqHCOgOMEKDbKmlpB1BSo3Fhz/1gLJQwpevI6AQ0VisvsOO0eiSqZyqNtqU4ST3MqLaKcUPxdEDU+W8KJqoz9SqDmH8Pv8AdONWTPT6UAplEn8KORdI2GydzfQRIJaj0mk05EhTWShu57wE3UtR95SlHVSje5J3MB87sJNTrLnEitzDqn5yXlp6ZKwog94UlIUANgMxMbr4IT0nN8I8Ld0nKw9RJTIU6WUlsJ/UGMcz2HpfCfHHEGFa0tTMjXkTUk5/w+7eQoBZHO2YKt+yYvjskYtfGD3+FeIwZfEGD33JZ1hdsy2cxKVJ/MBffoQYC/ES3iypjyYRkO+m8GoJvcaX5xzjWYeIbwCEKBUVAExjrtnMzND4iYaxRQqU5J1VlpMw1PptlmFtOBQRprmSBz3uBGzciGxco3NhFFdr+Tk53hnIrdl21TLValgypQ8QzEhVjy0gJrI1ldZo0hV2kBLc9KszaUI5Z0BRAPlc/KF9Mnn0TKZxDocWFZW0lOqLix11uIgWCqq4nCFHkUuZnGZFtnKDpYJFunI2iQ+1SlNkw9NLWlCz92zLXU88rYBKNTa+mY+EesBY9Jrz6ryszM2UxmcdC3AlDSAD4lE2ATHM1Odn2kM0srWyhASmffzWItu2gkZv3laHexiL0932lxE5O4drM+SoLal2pJQl21DZSlOlPer/AGiLD8IESFNaragFN4JqFujk1Lo/+cwDlI0mSkFOPNpLkxMD7+YdOZ1zyUre3kNPKFlh4QTfzhk+28QJsV4LnikflnZdR+WYQJOJXkAmbwvXGbG9xLJdCf8A9tR/SAewmxKireBpST62uYZWcXYddX3bk+JZzbJNIUyf+sCHhpaXUB1lxLiCNChQI+YgDEAJsCd4CnxK66wJKlJuogeEc4MlW8y85HmfKAd5BJChpyiUUxJSoXTDBT0hViD6CJDJZs6ch23gH5k+FJME1GnSdUZDM02q6DmacQrK40r8yFDY/wBG8GNHwp+MGQDQzVJ2jupkq+4HWFlKGZ9KQEnTRLoGiVfte6fKHV0KU0vJ71jYgX1jx5lqZbW0+hLjaxlUlQBCha1jDIh9/Cy0tTLi3KK4bIeWMypInQJWebd9ArdNwDoQQGSqUKFwh4s15zi9gJVWlanNrfkqq433qGgpV/cOhvf10jVOCsXYBxfTk/3Pmqa8y2gEy7TaELbB6oAuId61Q6TXpVUnV5CXnpZd7odQFpI6/wDtGb+O3Cui8KKE5xb4ezq6JU6U+2tKEvEIXdXuAE63vaxvzgNMSlNp0gt52SkmJdUwQt4toCcxGxNt/WCWa5RqjMOSdPq8nMvs/wCa2y+lakeoBuIzRx442V+qcMMHyGH3naLM44ba9smxceytmwWNibEk3trl2tvEWpWDuHnCjFmFH8DYjxPiPFc9NNNuKDoQy80dFqLdtE25Ek+cBrqo1il0ZtDlUqctKIdWG0F90IzKPIX3MKW3W5llLzTqFtrF0rSq6VD1HKMVcbKxh/HfGev07HeO5ykUrD8kGpGTlE53HnyRdCE7BVzmKjrbTnFu9nKjY0wRwRqEzUvaph9apidpbT4u4lGU5AQepsbbQEqxbxk4f8IKmvD+JK8y0xMpMxLSrfjcllE3UgpGyTqU9NRtaJjgrGuH8e4fl8S4anPaJCZKkoXbL4gbEEHmIybwqofD6qSdUrfE7DVZrWKKhMvd6/MsKLbYKvCUX0Jvr05Cw2teicUZrDOFXmaJgFqh0+kqCJlx9wMspWSLKSLXObeAvhz5wUbHQGM1V/iNxmGD57idJ1Wn0+jy2ssh9pP+JANsyQdSk8uZi+sC15/FWDaNiSalhLvVOSamHGdbIUU62v5/S0A9KUct+sEuK2zGD1gnQQmeF7aQHiFhIt1MF2GuXXnHKCgNo9CVBN7anaA9zq6fWOgvM5+WOgI/VlWn3VEaAi9+WghmnLFRNtCLw91pBM46snW4/QQwzaglN1G/IQEBxYohQAJG97RWfEjBdPx/g2oYaqDKVd80VMKI1Q6ASkiLNxVbVRB1JiLi2mpgPmXjemTcvTW/ahaeos2qRfJ3ITqn6fpCrCc2HGEqccCha6gTraJ7x+osvIY0xzLspyN9/LTASNs67g2+ZiusJMWGfQAEC6vrATVlSg33qXj3Y5mwIv8Ay1j1L5ZaNlBstG9hrrbTb1gmXbulfs6kIS4Myki97g2uIaqxUUtq7hp859SrLsn/AFgHr7dNhJs2W4dQSLgf6nygJlHFrBU2oqcCd9SpRCj4vQAacriGWkZgvvHUqObmOQvv5/8AeH5l9hKS20+pKhopCjyHTpe4T8IA1LqWglcvmSD76Sb2Itl+W8Cm1OOSjji0q1KEoIOpFzlTbTW1yRClC0F1sZUOJA1tY63F7ep0+EFpQ1NTMtLgLSlwi676KXmJUdefIQEmmJ5kUWTklSyguVRkGXyGa+vmbRAauHqouWk2Gld9ML7pCEjUqUoDbnrEnqbkwpx0qWO7Ay2uNRqDbTcwp4N06XxFxeoSJlJMnTXTPPgmwS20kqJvy2MAi7QdQA4sUvA8i1aSwLQ5SmKQlV0+05e9e2099wJ9URbHZox9UaW65w0RPtSDdYd76VmXT4mCf8xKAdC4bZRfZWvSMzVCuzGJuINexjUGy4/Wau7MqF9bKWVW9ACB6CJlLzSlVAvKkpuXl1L70LZTrLOaALb8tBcbehAMB9I6NISlIkm5CntlDbW9zmKlX1UpW5UTqSecOQcKwBex1jM3DntG1SlSTUhxDk3Z2XRlQ3WpVJWlSdAC7zB63set94vOicR8C1xpL1KxZTHgRm0mEpI9QYCqu0/wensW09rHGFmHDVqYkKebaTdx1CdlJ6qTzG5F4oeh4zqdVqlMxLRqq3R8bUZsMJde8LE8wnwhp0n8PJKuWx2vG4xifD3iV/eGmpIO5m2x/OKq4hcFOD3EGdeq8piCnUSrOEqcmZGaaCHVc1KQCBc8yLXgBYT7U2EEON0bijLTGEKylAChMtKVLPH87axoUnqLjziczXHzgvLM98viXQVI0ADb5Won0AvFHf7EMRJlhRU8VsJ1CnpVmSzPpbcT+9kVcXtzFoWYT4V8N6O5MPzdRwW0lhQDlXTJsNBJSfEli5zK13VoPWA0C3jHC0zR5KutVVt6VqKe8kg0krdmBe3gbHiJ01FtOdozvx4xLP4+xnSeHklSn5aWpqzOTeYhboUpNrrSm4TlQTpckKWm9okNZ4yYSoRXhrgzImuVt5HdOVZQKm5dGtyt020G9k2T5Qr4YcI3X33qvUZ+Ye9pUVz1RKcrs6o65WSdUoFyM25OosdQHnDuhVurvzEtKyi2GWXAlUw6PA1YbD8ygAPCNufSLqoVBkqK2fZUlbzou7MOG7jvW55C/IaDlB8lT5SnSrVPp0s1LyrCQhpptNkISOQH84VpBFuo0gBDwmwufWB3UQTbWAJURvHEKVqkmAGBchN9t4EUhI7y9gOceA7WGvOGLHE/UpDC07PU5CVvSrZdSgg+Kx10G+nKAe1OyU60Wllp9AOUhSc6R84QvYSo3ed9JNKp7tswclFlo362Gh+UZrp/FHEVLmGXWnpk96+XMrgBCirVRAABBudNY09R5lx+myj7qFZ3WkqIXooEi+sAgDGK5Cwl5lmsti/3cwAy/wDBYGVXxHxh2o9eps2+imPJdkqgRcSc2ju3VDmpP4XB5oJhQEkrsoHKd/OFD9GptYlBJ1GTamGb5glab5VclA7gjqLGAkNPbsbBIFhYjzh8k/CoJsQRvcRCpNmuYZAcQuYrFMQRdKrKm5dPMg/+akDr4vMxN6PMyk9LJm5OYS+ys6KQb2tuDzBHMHWAdUEpQNdoGtZSILQoIGliDvHkAdnzC6dfKE8+6r2KY7tgPK7pVmyLhenun12+MDCinbSPB62gMz1nHPaYoKvsejYLlkSrj5alJl5Nw0ok2Rcm2Xpf06Q1M9nvjLxYn5ep8asXOolZdwLTJIcBQADsEJ8IPK5jTGIaph6TlPZcQzzDEtNgtWfcyhXOw8/rFRY17RmEMF4Rq7KcRsVCsSjRRTSjVU3m8KFbe+jZX7oPOAktHPCHG8/N8NJKSl56YwWGWXGltaMAjTIrntrbnEA4X1KlYq7Qdcm8LYbl10KgyRkkVAI1EyFWUU+R1A8heKzoWIKXwe4DVyvytbZe4g46OVQS7d9vvVEA+RAUpV+RI6Ra/BXFvCvhbw+pmF3MSyaqu60JqoEarcmVJBIuRqRoP/eAPxb2SsCYkxC/iqRnJuUqM3MmbfcK85LhN/Dfb0izsK4Yq+HpduXncROzzbaAgBxIBFoy9P8AbJxzJV16YnKRTkyCpsMy9MAJeS1mAzOK6kC+lrXjVFQxrhyi0inViu1FmnMVMtJZLy8uZaxcJ156wDwmmyITf2Bgf/piKY7T/Cms8Q8LyjWHqsinNtzTQqSVAhDjGayV6c0FV/QmJ7P8V8EU6r0yiO11lyYqz/s8uGlBQKvMjYbfOJVMNsPsuMzDaHGnUqQtJ2Uki1jAZtoXZRrc9PSP+0PHE3VadTcncSgcV3WVPupCb2A03jRzMsxJyjUpLNBphlAbbSnQJSNAPlDNR6qzTZWYpVVnkIcpS+67xxYTmatdtRvzy6eqYbp7inhFsOsSVSTPvspzFqW8aj8oCWKdKk3zHTkILWPEeZhuoNVdrdJYqb0k5JLd1LLg8SdbC8LypX5gYAC165FaXtA3yO7FjATqVLUNehgBWFCyhtAFZj1MdA7I6/SOgI5V31meeBsRp+ghgnHALpWLX1EOtXWFTr1rXB/kIj846Sq2ttYCK4lUFJUCLgaxFVLA1Nkga35W5xI8RrBaVvcxTHF7HLeFsPuSEvMobnp1tfiB1ZZGi3PrlHUnygMo8ca23Vq/Xai3qirVTI0q3/ktDKD6E5oh2HpNbcupIvbNm9OkJcTVv+8Nc72XR/hmPu2kcgB/V4dUPJkacgOZUuvk2vvYc4A2bqCksiSabT3hV4inZJ9YY59KkpvYJULK35XhUq7ThWQok3Fr6p5k+sJplCXVg5ytQIFiNoB1pfemXW4pxSDYkAC/pDhLodZYCZhKSR4rEakm5Cb+Q1+UJJB4yzCFFPeJ5lGp8/rpC1uZdWAhLygq40y66jUfGwHoIBylUtgFxCFaW3A8W2kONLEtMzTsy9mUENmyUjQDkPXeG9SXipyYLjQQTYlIuFajQepHyEPVHkiuUdnlj75buXwDSwGoPlANtbmGAhSFLu3mGVKSARa+/qbRKeFEsig4LxhjiZfSw7PS/wBg00lNyt54fekHcAN3ubcxEGxQU9+gpWBprbUCx+sWaxh50UvCuDUDNll0zzyL6GYmTmBt5IyCAk3Z+7NFIqtPcxXjFtbzTrqvZZdBsF66qJ5Da3XWLwe7PvCGdlzLTeDWLlJHeIfdCx55gq94nmHqLL0akyNHl0pQ1JsIZSALWsNfrDkqWyr8G0Bnmf7LVUok6qpcLMfPyJOqpKpjvGj5d4nW3kUmEJ4PcbkzImJnCmDag4lRHepdZTnHX/LB589Y0000SbG1+UK2JZZ0KQBtAZZVwZ4qOvIdmeF+D38l7pMyyE69Rl1j2e4U4+p1PM1P8JsDsy8um6nPa2kr05Hw6nlbmY1LPuSlNlHp2eeQwxLtlxx1RsEIHP8AQepERuVacq0w1X66yWJdBz06Rd95vo64ObpHL8IPWAoCncJuIM3Ltzc3wKwm0HEZktrqDSFAcswCdD5QrRwdxhNvCVnOGnDukyyhkcWCp1aB+yEbn5Roz2svgtoXkTAfZWyrVYJUPUmAgWFOG8jQ0S6qgZebMuBkl2pZDEskgaEITqojqonWLSlHmpiXSWgEkaZAB4T6DYeX0iOKnEPzCpCk92+8gDO4T92jW2/4iDyG3MiE8lOTNHq7annFzCHrBzfxAc7e6hKd7wExAIAN49z8wLx7cKCe7WFJX7pGx6WiN4s4hYHwM1fF2KqbTCBcNvPp70i2lmxdX0gJJpuofEQIE7JJ+cUDXO2jwmphW1SJerVhSNltMBptXoVnb4RFH+3bTULvI8OZlY597OgfoIDVqELWsZReDJqie3yymZgqShaSk23Fxb+cZepnb1p6MpnOGqwjmW54XHzTE9oPbm4SzxQit0WuUq9rrLKXkJ/5SD9ICX4d4C0miVJU5NTz9RbbVmlmpgCzQ6aaKHQ7+QiwJlmn09vvKhNMyraBu4sJSLesI8FcYeE3EBxLGFsdUyamFH/dXXe5ev8AuLsSfS8UZ2x6bi6nVqjTzDym6ZMoLV1rCWUuA5kpUDpyza9IDR1LYp9Rl/aZCcZmmrkZ2lhSfS45w7y9OZT4RuDawGsZe7Hc1iAVqdk0FT8jkCX3A8FtJWLnw20vGu25bu1A6afOALlJdKLhJGg5iCJqjPMzS6xQVpZnFG77KtGZodFWvZXRdrjncQ6oQkWsNYOATbUaQCSlVaWqrK1NtKZfZV3cxLO6OML/ACnrpqCNCNRC24hpq9LfddTVKUpLFSYTlQtXuvo37pwc0nkdwTpCik1JuqyvftoU040otTDC/facG6T9LHmNYBYtza0ed5fePQ2o6qtaBtpQoEWsYCveMuE5bElAly9Q5mqvyryXWpdh0tkq9YyJxDwtieexpRKDU+HbVJaClTTDLeZftBB0SVeeoI5bxv5RvcFII84bKhQqNUqhK1SekGXpuTJUw6tF1Nk8wYDBVamJzE+N6amkcD1OO0VffzcolbhDv4Qlw3OQAj1I5Rf3BZCcSVydlcVcC5OgvyUuJhmaAU4h1YNgm7gGttYtSj4dksHYtnp5pIU3ip4LedIF0zKR4UnyUm9vMecM3FLH2NMGT8m5h/CZq0itP+IsFXv5EeUBkaTp0xgXi3XMc8S+G09VJIVFbikNgoCQVXSQCLLSBY28rXi6+IXC2s9pLFeF8SSNfTL8P0SSJhoJOV5KybqSEbBzS1zom3OI/jrilxj4yUyZwJh3hmmkNz9mXpmbQVuFBOpRfROn4jtFwU56ndnTgayquzLs4igyZUUhXifeUbhtN+WY29LmArzFWD8HUni7gPh5hVpZnZL/AMRm86itYQNEZ1cr5SflFu8bsT1TBvC3E2IKA0XqhJySvZ/2FKOXvD+6FX1iiezdiUVWo17ipieRmKhijEE0S2EoJDTJ2QgnQJSLAAdIvXEEzi2epzobw1Kzcq+2UPSswrVxsjVJBgKd4T4kwNi7D+Gn8RYsXU6xMtpp9Sl513IsrUTl01CgDpe99Yvuk4aw7QWfZ6PRZSUF9e7aAJ+MZZxZwZ4iY6xLTpWgYSkMKyso+28ZlsWylKgR4tDpbYRqqjT66pSpWdcADxT3byfyupJQsf8AMkwC85coPPnHgUAQekBuSbHmflHKTbaALU4VEg9d48uq223OPVJFyq+h+kAVbQ7XgPO9V0EdAcqev1joCI1VYcmFuBQF0g6eghhnXBayb3tCxucRNScvNIsUusNq/wCkQ2zx13sbXgINjStSlGpk1Vai53bEohTiyfLkOpJ0EfPzjdxGn8QVaaSpd5mdd+/SlVwykaIZHkgHXqokxpHtXcR2qJJpoMtMJzj7xzxg3ct4Qf3RrbraMRs97WKqpx5RJcN0g7j1+cA5UOlpQ2qeeUMqBuevQdYOm5oTD6HXFXAOw5aWFukFvOOSgdp6ngqWZSXM5/rflDXSq+KtPKbaLUtLMg38AVt+bWAeZjKohbTgQE+IZtjpzjxtwqQpKwki9wRa2u0OFawtiSiSkhOV3Ds3SxUWBNyjUw2UGYlydHUg6gHcX5EW0tDNlbVcpvbyGu/Ly0gHKQfbcl1Pt5kLSSbEaEaWsPrDswiaSsvpUlbugFtvdP6J5w2yJazJbzAtL8Avsq1ufmbw8SQDqng20sDIE2T11t6Zj9LQDg0llLKViUSlschqVWAN/OwH1iRpabl6dJd2ylaltgu5dLkkkFX1iLIT3k43JSjqnLkWSdOl7+usSOrNzLSAhwhDimwFFCdlWsdPSAZWqOcS4ypuHZcWNQnWJRIAtkStQCj8BmPoIvbhewzizisubYbAkm5tbrSBslhvRsD+FKYqHhu6mm4hqmJHVArotImXGFEj/eXgJZm3O4LylbfhjQ/ZgoSG5aerK2z4Epl0fqf5QGhm9RYaA8+cK2gi4CzeE7Q0FwBpBu2ogHSXQ0lIVlBCtrwtDkqG8pCQDpeGRDi7WzEecIapNPhKWGnCm+qieY1t/P5QCSrzia3WFNOsq+zaW6FNNrByzMyP/MUOaEch+bXkIKfcW8rO6old9/6+EeBYSStxQsNSSbfOIu5xDoJxQ1hBhM29MLZ71UyhgmXbTeybuWsbkaEXG2sBJ0KIulRPlAKpKN1ekTVIVMzDAm2Vsl1hZQtNxa4I1uI43bAWkE5T4tbmx8oUC6k+BQsYCluF2Ja5h6qTPCbEr/8A4nQ1rdpLy9BMyytS2D+IEaj0tyi2Jtf2syy3LyaHG3PGpT5IbQQfxAaq1/Dz8ognGvA85VqdL4xw4nJXqAQ+wpsEqdbGqkHrtp8YeuGuNZPF9Gla1LpyInT3M01fWXmxun+K2nnbrAQPtGYv4s0HBKJjBuIpiRkGCWqkWG0pmw2o2CgtIu23fSw1jFz85MzUyuanHnph9w51uuqK1rURuVEkknqY+mFWocliBmbkpiRL8i+hTM53iD3RKhawA1cV05CMH8W+FlQ4XY4mcNTqHDLKAmpF1QA7yXV7twCbKFsqk8jAQOVQ4kZs2/K0Lg2kAeHXnpvAS0Ui7YOsKFN6J0IUBr5wAmWHF5W0DxA2AtvE/nuHlPwjKUyaxpNTzD08e8elZdoXaaOqDmJ95Qvy0iBSzj6FodQrxIWFj1G0aNxe4rjZS6NinCNYpE1U5KmtSlRpE3MJZnXptIsCy1cBxJH5T9YCkqrRjSmmqlLTgWw4ohkhy60c7EjS4HQxN8M8fcX02nStAxg03jbD0g+h9il1p5biG1gG2RwHOBr7t7co0Bw04FVLAmEWMX8SMItV1qffbeRS0MlcxKMkFJCUAEKUTYjyGusVJ2ouEVE4aVyn1XC5QzTa+hUwmTWu7suoalJSdUgX5630gNd9nfjpwax1Jpo2FpOXwvV1krVR3Alu6jv3KhosdOflF85L+FV7jytHxglZqYk5huYlJlxiYZWFtOIVlUgjW4I5xtfswdshU85KYA4uzzYdXZin1tw2urYNzHnyC/n1gNlgkCx+do93O9xHJV3hugpUNyQoEeunKDCgBVjpbSALQCr8RENVVl3KbN/3kpzRUpCAieZT/wCeyPxW5rTckHmLiHgAIF+ukeZxrl3gOYeamWmphhxLjLqQtC0m4Uk7GBaA6awxU5SaDVV0Qm0lOZpiSvs25e7jI8tc6fIqHIQ9DMRvp5QAnEgAEm3pBZIB0Jj0nqqPCRzVAIazTkVimvU9ThQtYC2nL6tupIKFj0UAYr3FfG2mYSqOEMPzNMcmqtiadVIuy7KtZYt+F1auoCuXnFmKupVk210vfrGU+GfsHFbtS4k4g5iqj0EKlaSNS286iyFuA7XJBVpuADAapyIQtSm0hKifeAsfnENx1VeGNVlHcH42q9MLcwUhyUefCVKudARe4vEuecUptYaP3uUhJ5BX9GMl4Uwhg2l47xBJ8bqXMfaFRnFvydTfUr2ZaDc5SrZJ6awGl8Oy2EqdKtU3CjVOZZYSAhqUy+FI05aw9AqK7H8XnaKdwbw7wjh7FZxbw8anSVSypcIU8SwUkjxa/SLRk26sWu8n3GgoH3Eg3EAucVY6Enl6wyU0Kkq7VKaRZuYCKkwOQKhkdH/MkH+KHsEJJudRDLWCqXrNJqYv/nLk3LfkdGn/AFJSfjAObivELaEbR53hub62jxRCl77npAlgDbeAJU6ASvKOlrQG5AKrAnnHjlyegvrAVqI0SRruYAXeH8gjoKzL/wCIPmI6AqrBE4Z/BdGnNCVyoFx+ySn+Ue4inGKTSpurzKgluVaU4q5te2w+cMPBqoGe4X0V4n3PaGjp+SYcT/KKs7ZvEz+5fDz7FlZgNztUV3aQD4iP5AC5gMWcZscTWPcazz5dK2i8pKNdNDrb+uUMclKytOp3fLT968CAbeIHnb9IbaDJGdnQ46sJTqpajfQDrC2rTXtDqSlQQW7JSLe6Pwj5an1gEi8lUpE7ItHJMqGVJPW1tem0QqTnkYZl0l9kqnXVXS2saJt18vKJogZlEggLVocptsN/l9Y6YVJvgKm5Bp0o929tD5aQClnGeJ8Ze0VzF9UmJx/u8iFvrKlZQAEpF+QA+UFSjjgCEBxKhpZJGw6X9CYTB1b1yhLaEJV/lDp16cgPjA2g2Tn7mxzeLKDtAOjc0VZGlItlA93fYfy/WHOnhbbqgwoWXYlJOxKVAq9QCQPWGVgPBtC0E5jci4Gp6m4h0kp5KGkKQx3qsySrw2va9k+WpKvQQEowvJCZrCkuq70soTqke6dLfIQtqjzbAWpRyAFRTqTY8zcwRg3vkU+Ym1uLbU6rcCxHpeE1dWDLKbJLpKTqpQzfGAkWFWVtcPVvZfFiGtFSTuTLyaLW9C66T6ojXnBWipouBpFBbCXJm76iNzfb6RmWi0dROH8MtAqFOkWWCne7zpLjm3O6yOukbIoss3ISErT2hYMNJbHwFoB8ZPhBUNhBlxZJHOCkG6L2I5W6we20tQ0Gn6QHJdTexsBa5J2HUxGZczNQk57Fag64Jkn2Ri+glW7hBA5FRKln1HSFmLTMJpQp7GZL9TcTJtkbgL94+RCc0PLTKG5ZuVbTZDaQhIAsAkCwH0gKvm5+erTi5dKkAhJLbf4FkDRJ6k+enlFX4jVVeE2PJTEs6qYfw7iJtErONurKvZVAWyi+wHvD4iLbxVRXKTUvapQZGXzdJT+Fe9tdB8reRME1fDUrxDwxO0msvKcVNhSUotpLrF8qk7m99yTrc6DaAf6FPNzjaWw+l3K2lSXAbhxs+6sesOycqQCnb1jOOC8e1ThtRJuk40plQWcNzwkpecZZKmnW1nVpajpYAZhc8h0jR9GDdZkpepyDiXpeaaS604nZSSLiAPaaS6Qk21HSKZqFGTwa4kpqLjSxg7FznczIA8Es+fxeVibjy9I0NTKIL53E6q0OkG4w4eUbHWFZzCtVZuzNo8Dthdp0aoWnzCvmLjnAKKK2z7KZeecSFtIspYVotBHhWD5iKs4+8IJHijgZxinMp+1aWpczSHUptnVbxNJHvLzgC5OgIBg3gpiOqS4meGGLwTiHCxLSc+vtkmDYWJ1VYWsTyt0i5p8STrDaWlupJbK0uIshIQB7pXYlIOg0OuogPkdMSkzKzC5R9KmX2lltbSxZSFA2II63hylMH4vn0d/JYXq8wg7OCTcsfiRaNOdqvCmIMCTDOPcCy0nTqdVlZKk/IyKG30zJ2WHVAuBChzGUXjLFRrlenny9P1qozSzzdmlqP1MAumMGYykUlU1hSrISNM3sbhH0ENTa5iTm0OpU6w+wsKTuhaCDy5iBs1mryK0vStWn2FA6KamVot8QdYlFKxvi2qkydUlJTFEudCxV2A6oD9l8ZXUHoQv4QGlOH/bznqNw9YoGJcMCq1WmpQy1Oe0ZO+QDoVD8wFtYo3jXxsr/ABprjFXrEqxKsSqC3Ly7CbJSCbkk7k3trBVS4XydTlXZzDKxIzTZT3lKmJxD6MxTmytTCRYnU+BwX6KMV9NMzUjNuSE6w4w8wooWhaSlSSNwQdYAwOpUgXTY9bxbGAaBKU/g1jHid9hJn52mTbEhJrW2XEtFz3lFO2gPvcjaKdUq58NwIn3Dji5UcAU2u4bdkGqpQ8SSolqhJvKtlHJxs/hcHI2I02gNXdjnjzivF86vA9YYbcdp0t3om8yiVt5gnuyNgUxstTmY3vfnHyQm8QtYMlvaOHk3UmGaqhtYn3n8swgoVfuvAct0qAN9bx9Huzxxhl+M3DWRxI+pCavK2lKsyiwyzCRqsDcJWLKHqRAWeVE28zHWHTfWO0ITvpASdbfW8A24hklz0gVywAmpRQmJcjcOJ1t8dR8YUU6oN1OQYqDPuvIC7dFcx8NYPvuIZKKPYKlUqIdEIcE4wP8A03NwOllhXz84B6Ub6k7x4VECx0v1jw2sbX+MFLUQklX4QTboPWAqbjLxYdotOrmEcNSr71XeprqUPtJzBhS05bm21r3hv4L4eo+EeDmGZmiW76TdRNTpPvFazldB9AYccF1bDlEbxRjLFk3KSrL82ttT8yoAFtI2Fzf4DU6WgjgktzEmHsTTzcm6xR6tPTBpqHRlsyq4SbW06+V4CW4X4oYYxnjDEuDKE867N4YU0mccKLNqUu+iD+KxFj8YprjpjrD6uJDGFcezDsjhdiTLsw6hgrW65sEgj1+kXZgWk0OnUgVSk0eXlpuoBJnnG27LdcRdJzHc6308zC3EuGsI1yTfdxTSJKal0NlTi32gbIAubnewHnAUf2ZeIsoKNiyUnJ1xGFKHPITSp+bSUZm1kjKbm+9rDeNDtvNvNIcbUFIWApJGxB2MYareOpri5SWMD4bokvQsNzGKC3JIkme6zyrfhHeW95RJzHkNuUbapci1TKZKU2XJDUowhlF+iUgfygFRTrc2MNGLF93Q5h5tN1y2SYHUFKgf5Q7KIT5mEdSlvapWZYUNHmVNkW3uOf8AXSAOS62tsPIGiwFDz0vBZevumEGHpn2igyDhuVdwlBueYGU/pC5SrcoALiwRfmOcEL8QuCPPWDSAdFbc4LshFxe94Au/p846A+HpHQGc+zTPe38JWlEEiUq1VYOuwTNORiTtecQ3Mb8W5mmtOlUnSCJVFjcZ/wAZ/QRpLg9jiWwd2esbVaYcCTTMQVdKQTzLhI+JvGEpSaer1fnKnOq7x15a3lkm5UpRJP8AXlAOjfdykk2o2QHNMp/EBpb4w2PK71RLaA6SSoa2Oqv6+UHVh9LpaYCrIaHituB/V4bVrSFp99PiVfKfP+UAehCc+jSk2GhIsL2IEcysXyhQctyMFha8xAcGVW6T0/1js6TYEAqvqU6DlAdYozhTSwoEZSPTb+cLGFG6Gw7lSAPGRqPUdR/OEwWVKCWnLFPJWumsKSCSA4hIIIuQN77wC9lSkPFh0BIRyvcjbn9IWGYYZkVZLh9awhu2nM3I+BCfjDS1ZbjRsM4UkJOumnP9YcZVCJqoyzOUKNwF+gJPx53+EBYEij2SmssOg2DWpscx5jXSGpmTVV8TU+nMthRffbbsq9rXuSbbCwMH1B4shCWnFJbQkZQTcny9IN4fOqfxDP1tSb/Z8k8pJudHV/dot/zH5QF5cIaecQ42E+42kIMwuZOX3QE7DXlsI1BIShWQch1N4pXs90bu2ZqeDfupSwknpuf0EaDpjHgBCrDrAHSdNUvw5fnyh4YopS3YpKud4V02TsnMdSRDw1LKUBbnpAV9N0kz2MWJbKS1TJQvqP8A6jhyp+gVD2miAgggbwrocr39Sr1S94LnEyyT0DSALfNSofEytjcAawEMq+EWqnJLl3EjMoeGw2MV3L0h2nzapaY71sFXdvZDY2G9idh5/C4OkX8iVGykaDWIhjXDiAU1eVZGgs6lIAH722/nv5wEAqnDmnz2H5miVkpmabUGyxM2T4kgnwPfvJJGvlEM4CVWoYFxPPcD8YPf4iSUp6kvL0D7J1AT8NR8RFy4W9iWtxucA71SChK18kW1QL6JGouBbzinOOowoMS4OMzPTdMnJaoJal65Lt3bbZCh4FKvqQbD0JgNDy0tlUBqb2NocG29PDv05Q20maLzQQ6pC5hkALKdl3FwseR3h7lz4CojcXgKl4u8NqxUK9QuI2CXWJSvUt9DT6nTlbdlydQu24F/rCXAHEGen+Jtc4c4/pzMjUZVQmqUy2smXfZI1KM3vE+8CfPa0XIsNPtKacQChdwR5EaxSnG7ANRqUrKYqw0spxRhI+2SDyPemZZJuponnbp5nrAT7H+D6NiihT9Fq8s27TamwpqaSpQQlKeSys6jKbEAcwI+YnFDh9WeGWMZ7CtVzuFlQclZgoKBNSytW3Ug8iBtvcER9MOG2L6NxQw1J4raV/iQnu35ZRuJeYAsrw9b6gmK27RfCul4swy9W1YYbrFaobanWEuzC2i82dVJW4nVaiBdKRsYD52Zj7q9D6XEXxwM4b07i3wyxFhelTkjTsSyc23PtvvTYQ/MMpT/AJbSSRrfnY6mK2+3eHc04Zap4Cmqdc2LlNqa87avNDwIPmLiD14XnaPLIx5w6xAupSNOWl1braS3OU9QIKS80b2F/wAQumAn+AOGlLoOJp2qY3xDPykjR5V5yaZnEFCX1oQbNWtqoxCWarTeI7qqFOlMtVAsook8+u3fD8EpMK212Q4djYHQ6MmLeI+O8cOuzWKsUz1RVMFBc75zwrKRZJIFhtztrbW8Rq6rgD8XneAVPomJV5yVmmnGXGFlpxtaSlaFg2KSDqCDpaF2HqW5XqxKUhgpLsy6lIzKCfPcw74rcGJqDJ44Gs7mFPq5vqt5KbtvK81o0J5qT5xF5KcfkJxmflye8YWHEeShrATAYyepFWytvU6alpaaJNLW0O6UseEBQ0NzbkY0h2Z8VTPCrjdKYWqczLNyWOJFtb8u0vwy80oFSBbkdxbUWO8UbSeIPCBypDE+KeFHt9XRmdDTc4W5R962hWi18t9SAdYYKvxMr2IMfNcQJtEvLzrMwy6y3LNhtppDZGVCQNgALQH2EKlZUpuEm+vpHZjzA9YZsMV2XxLhul1+XILdQk2ZlNv2kgn9Yce8KF6k2gFKfHomGSsXksQUaogWRMLcp7x6505m/wDrRb+KHtlaCoWsBuYasauS6KA9MNPILkm8xNpGYbtuJUfpcfGAXqAG6t/OGjF81PyOG6tPUppDk2zJOrZSs+ErCTa56Xh1WE3VlAte4t0iE8YqlVaXwzxBM0aRem54yLqGm2gSoqUkjQepgMD8KJmqYz4gfavEyWrVeoVLfcPdSqSpn2hStyNgkWv8BG6cL8WOFruHVzdLrklTZGnTTVOcbdV3fcvr9xojmTy6xnLg03xbo3CiU4e4HwoJCt1p5x6pVicbuZfMbeBJHvBOxOxiRYg7Frs5gmmUWk4sdYqbc99oVB5SiRMPAWCjzuCSQfMwGjsKFUuKrTinKJaou5f3HAlxP/8AcxX/AGk+IEvhLAUxR5eaCarXP8FKNA2JzaE+nWK/4AVqe4ZY04hYG4gYump12XdlJuXem1qWXPuylSkk36AWiP1hud48cbnGGpaYNNpADbLhByoRzV0BMAo4XYVbw9OYJlXcpUtwhKSglKyPfXfrmvFz8f8AiXUOGXDucrtHYC6k+tEpKqV7jS1kDOr05DrbzhNxJwfM0in0GtYVke+m8OrBaaT+McwfWIHxTxpiHH+EZjCs1wym31zlgFHVDauu0BI6rxHx2jAuHqZSWGXsXVSVC31nxIbyjxrI28+kWPRMTMqwfJVvEMyxKqLKRMrUohAdBsq1+RJFvWKzwVwyx7JYLw07OVpLNepcsqVWXBmC5cnwoUPJOnwhh474Ax3NYcob9McTPN0qpNzblNSspaeSjUBdt9Tv5wF04QN6W4wFhQYmn0aG+gWSP1h4dWltBW4oIQjVRJtaMkucfeJlLxhTsNCRlWS/WO9nZCWT3rglyBmBJvYG9gYkWMsZ4v4q49l+F1Onjhmny7Inp9xTwDzjfJJ9Brb5wGjVuIWhKmlgpVsQd49UkBF76xX9E4iYHkZyQ4b4crCqzUZNlDSg0rvSlIHvuLGgOnOJ6tWgub2gOuryjoDn/ZMdAfI/EWPpiQ4Q4wwaHcjtSxxNgJvqGgSo+drgfOKtpUuKbT3Z8pKF5TbN5naCMVPTUzjfEbKnj7O1Wpoob/CFF1QUfkIUPv8AfSAYKgAFDwn13gCgC8C8o2SoXyncm2mv1gj/AC3U2WBbQA8v6MeqmO6Kg/mSsE3IBIPoYJfmluuuKUtKr8wk79IAx5TiG+8cyHXUX89/5/CPBkSlRWFZQBbLteErrjarOON6Aja+uuogLjycv3WcEEaEG0AsaUlJ/wAxKgoAqB0Nhf5QrbWAsKCVEWuqx2F+Xw0hqZnGSLKTqd73Hw/rpCticJ1SSBbW6dND/RgHloKAUs90rMOQ2Om36Q9YVYTMVRyZWpJ9lSq/5QdNYjTbtwl0JX7umW+luQiXYMbCJV6bfbuZhWRKbXuL3/0+UA5V6bAbdQgpSRqAoaqTbX0iQ4ApDDeHUzhQS9UqiGmlH/hNJur5rcT8og9ffyvuJdQEqKtCFXJPMkRa2FaTVpecw9hiVki8tiUZW4baNOTBDygTzNlp+QgNY8JaMaZhiUbUnxv3dUbWvfaLZpMvdQBSLCIrQpJMixLSt7htCUdNha0TamDKhTgQpeUZsqRdSvIDmYCQyLNkApQSNodWUAZSfjDJhqqy1fpDFWkkzDbL5UUoebyLBSopUCORuIfmUqBTbqIBhwclLtGce39onpt6/W7ygP0h5DQQDlVvDLgRQOFpMj874/8A5lw/g2BvfrteA8SAR0hnxtUG6Tgqu1FZA9kpz7pJ5WQSD84Lwpi2m4zp79QpiXG0S807KLDhTfO2bK90kfDcQycalLRwixetu5UKQ/r1GWAzx2c+L6OIuGzSqxNo+36TZD6FbzDN7pctzFtCOv4SfELexlgbDHErBc5htVm5qdAfllZb9w+B4V6e6Cd/WPm/gnFVZwNiWRxPRiUzEmsFaDql9o6LbUOYI+tjH0T4bY+puIaTJ4npT/eSNQaC3PzNnmlXQg6a720vAR7gJj+quMPcPMXBbOKcKky6m3T45qTB0395SdNeYynnF+yr6HUB5tYU2RcEG+nWKXxjgOl4v4hyWNZWanqDUJJhTSpmXslb9xZC130OW/mbHXaG/gZjuvUXEtV4N49my7VZF1b0hMPHWaZJzEg8yAbjyvbaAv1bl168ucJahJd9LhbJ/wAQ0czRt9D1BFwf+0CK1JJBvcaHSDW3QqwJ1Go9YDO83MOcBuJ7eJmELawTi57u59FvBIThO5HIX19CekXq/TxNy/2g3Ouzbrg7xtactgg6gN/hTcW8Wp84aMe4RpeJ6JP0auNJXTam33T5y3LLn4HR5g2+kVvwLxdXqBO1Hgbi2ZtWqET9nTLgKhMyn4SL+9YbeV+kBmPtX8Gk4HxQnGtBkstCrrilOBkKU3KTe6kFR3CtVBQFr3EUrhzFFTwdVmK3RlpDrd0KbcAU0+2dFNOptZSFDQiPqBxEwHS8WYZn8M1pCpqSqjBbfcVYFCr3DmdWiAk5SANbx8yOIOC6tw7xVPYVqyFd7KLuh3IUpfZOqHEg6lKhrAK+JWHKRSqpKV/C6HE4exLJpqVNSo3Msb5H5VR6tOpUn90oPOIgki4zJ30iYVSYU7wfoqHFkqlcRT7DVxayFy7K1D/mA+cQ1CrG6lD4QEvwURUJLEGHCb+3U5cy2OffMHvAflmAiKBW1ja/4hEs4T+LHsgkgZXGplDh/ZLC7xEVpUkkA3Qk9IAYIUQkrI0N9I5p3JYFJHK8J1OBKzYgi1rQKXUpZvl9ID6t9lWtKr/APCM047mXLyqpYnme7WpP6Wi2VEmySYoXsSOLHZ6oqXCRlm5sJ9O9MXuHANRAVR2m8az+CeF07UaPOrl55awhtaDZSdybfSKuwFimqYl7PEnXa1UJqYn3a0mXmZtSwHC1lzAA62F4J7dVcXK4Pk2kLKCXFruFWIIyi8VNwx4oTw4GO0tT7y1mqtWHfZRkKTm0A5QG6uGdTerGA6PPTLxcfLJacUogkqQSm5PUgCH8kXUDrm/NtFa9nmcTMcPQ225mDE44kkqve9jeLMWvS2mvlAFhDSL922hIPICBXTe5N4LIFyQY8BFr6wEPmsO0Ce4jvzk/R5V6YVRm1Ba2wVaPqF/PQ2iQ06jUekredp1Nl5Vcwczim02zm2lzDclQVxAcIF8lFSM3S8wdPpD0VclDaAMWoq8ItY8zreCHClrVCRAu8A0INoAVdTeAC9MttNOTU08ltppBUtazolI1JPoNYyRibtA1LiLjGoUnBntc2xIuCUpckyk5Jl0kguuq2CBvz5Abxq+pykpVKfMUybAUzNNqacT1SRYxCMA8EuHfDiemKrh2kgT00rMt9wlRGn4RsnltARbgJwplsIzFarmIQmexLMzQVMTTqQSgqQDkTfYC9tBtCzHnZ2wTj3FisV1eYqrE06nKsSbuQEWtvy05ROqEsKqFecSr/wC37nqEJh6DpsbmAiWA+G2COGNNVT8I0NuTQ4q7zy1Fbzv7yzqf0iTlViSlYIOuaPHVpUolWpIghakpFk38gIBR3h/4gjoR51flPyjoD4jYy+4xBXX7ZQ/XZ1JPo4YLk6mxLNpczApB3Vvci0TGh8MMRcVOJmLMI4eVKLdanJydSmaC7GzyhcFOoNvKBYm7KPF3DIBXTETgzWSmXzqsfjaAgzk3KurUSB4drHbzhIZxpxC1IOxO1xrEjVwI4sIGZeDaiTyytk3+sBVwY4ktOIYewfVgtzRNpdep/SAjImWe7DikXTfXXaPVOoKvDqD5xN19n/iSxLJmV4QqhDnuoSgKP8SQbp+MIXOC3Exu6RgyqgDb7hX8hARTvkIRew02vBkvOXPgvrpvD21wqx/Msh9rCFTWgkpumWc3Bsb6b3BHwj1vhljxCrqwhVbDl7OsfygE8nPhAyOEWGp31iT0mvNhluVIyIQblANgR6c4YRgTHDRIOEamB1Muv/SOGEsZo1+wJxCkeIJU0sKPpcbQEuYkhiHFMhTZY3ROOtoXfbJfxX6eEHWLKwnxto1Ex+mdq0n/AOHKm1uKW2nO4lOyAkc7AAfCKmwzJcQKfPJfYoNRTmQplTjcn3jjbahZeTNpmykgesT+m8DW3pUVGn4VxvMk2Dj1SQzLtt3IF9De3mBAbIwBx84b4wqbFLk5+bZmZlQS0maYKMyumbrF/UZpBTe/iN7eR6xlrg52apfDM9K4ixJPd7MS6kuMyTThWlBGxWs2KjzsI1RR0Huwsq3MA5YfpUvQaRK0eUcWpmVRkCl2zK1JubeZMOIeKCk8r2HrBAWLAc49T4iBmy5RreAbMELAo7sukW9lnptgjkLPKP6ERILgg3FxEdw4r2eqV2QzAhM4mZTbYpcQP5pMP+cp/DoYBtw7hil4WlH5OkpeS3MPrmFhxwrspW4F9h0EN3EWmrquA8Q01IOaYpkwgWHPIYkneDmNYKf7t9tTKwMq0lKvQixgPjipxDC3G1DxIJSeeo0taLm7M3FX+6WI04OrUxalVh3/AAxWfDLzJFvgFDT1t6RXXFrDDmDuJeI8OPN5FSVQdSgHbIVZkn4giIk0olSvvSDooEHUEG4I87iA+rNDqbjyE00yyXHVAoClKGjXMFW5Guw+QtFcceeH1VqlPlsY4WKmsUYTIm5N1v35qXSblN+ak62HMX6xCOzTxlOO8NJp1TfSjEVCs1MkqF5hoe48BuSRorkCN0g63Li6jVTiLhyZo0tUn5Fc5LutNPyiyn2dwp0LihqUnnYgW01gHzhVjtPEXBtPxI5KuSky80n2hhaCMrgFlFN90k6gxMMgGt4z1wBx9VVsTPD3FKSziTChMsppQsZmVGgKeuX6jWL7ZfTMNJdbVmSsBQI5gwCp4tusKlnUBaV3CwdiIo/jlgqpFiSx5hl3usS4TPtEu4NDNygNy2TzI19fjF1pVbResRTijgRriJg6eoCZpyWmloK5Z9CykodHu3I3FxqIArCVWmsa06VxAqRmZF2al0d+1OjwsLsLhDR58wTp63ilO1vwcXjTDa8VUqWU7XKCkrUdXHJmW3UlSj7yx7yUpHURN+CHEKp1imO0PESVNYmwufYqrLq99+XGiX09SDv/AN4sqosTs8vv5ZhIbZF0OIILjn7gOiR5nXygPl3j1Bw/ScP4AuPaaU05P1QA3yTszlUWierbSWkn9oq6RCisDrF7dqfhIvAOLl4qpTRXQsROqfC2ypaJabNy4znV74/ECNPEQLkECi1JWkWCbn0/1gJfw1cVJVGpVpxQS3S6VNvkn8ykd2kfNcRMrXlFza9ucSubAwxw9al3FZJ7FDoftrdMg0SEk8/G5f1CIhwOmuuvWA5aSlZVmukwY0VBIKVWF7wBeRKCTqSNoV0OnP1SoStLlAS7NvIYbG5KlKAA+sB9SeyTSHKP2f8ACTTt0qmJdycsefeOFQ+lot55zIgkHbeGXB1DRhfCVFw62AEU6QZltBzSgAw6TJCWlWN7jWAx327c0xh+SUb6B/TkdURl3BFQWjCXsyH7DvgSgbRqPtuKK8PS4y7NvAfJMZSwQW14UfKCCtK0qPkID6RdmZ4LwPN5PcM8optoLFIi2VrIWQSIpXsrvl3BVRaDifu5xJ2tu2IuLvBc3BPmIAdyNto8zlIJBtaAF0J6wEqunMOcAyU8lzGNYeBslmRk2fipTq4elqAGYKtDFh5YfqNfn0m4cn0sI05NNJT+pVDs4oi4sNIAxRSTa+seJULb7dYILgzXJ1/SAZioEJN9bwChSkn3tYC4sC2Qn5QUF6XJ52tBLzxShajlASCbk9NYBmws4HEVSY372pPH5ED+UPRcvuIj+DyfsJp5YsqZcdfP8SyR9Iei4BukCAMWRa53gpXiMALh5g28o7MTtACynp9Y6A3PWOgPlz2XajMS3airKXH0BM07Umu7T1DhMa6xavvX0t31F76xi3ghNMU7tRZ2m8q3qrPtqUed1rjY2IXHFTZBINoBrS2pIIBtHZdQc50jkHkNzBgGozCA9S3sbkX533gwXBBTc284CHADa5tbSOClnXS23pANmHAth2rU/OQmVqLqk67IdAcH1UqHtJcAFlm9usMjLxlcXzDSWxkqMk28npnaUUq+OVSIe073GsAa0Xr27wg72MHgJVqctwL6jeCQu5J2MGJVcaC9oA9htYUTcJB1GXrDhOyiahRp2UUslbrCgDfmBcfUCErWVQBvYjcdYWSy8rg08N7WgJpg99E/SZCcTqHWUKP72UbxYNPSlDYCUkDzEVLw3mFMMTNGVf8A8Nm3GUhR17tVnEH0ymLak1HuUne8A4JO5uNNDAwoE5iRpBIIWL3A6wLMUc725QDQ8v2DGMu9cpRU5VTBJ27xs5h9CYkKHbi/IfrEcxUh5NMTUpYZn6W6mbQLXJSn3wPVN4epWbTNstTDJSW3UhxJG1iLgwCzMCbg3gDm5AO/0gKTYnLpzgYylWYDUDWAwh29OHTlOxhTOIcixaWrTXskyoC4TMtjS/QqRr/CYyg4MidLHML3vH1l4y8NqfxW4eVfBkylCH5lvvZJ4jVmZR4m1/PQ+SjHymr9FqGHavN0Ssya5WdkX1S8w0rdK0mxHp/KAXYHxzUeH2K5PFdJe8cusCYbB8LzJtmQr1H1tH0TwHjOn4iocpXaFUQqQqbaVl3coB3Fj+IbH525x8ySsBywbA/nF7dlfiynDOIBw/r01kpdYdvIrUfCxNHZGugSu3mAeRveA01x7wdVKFU6XxowMlxVWpSm25xtAuqcZJsCQPePKJfw94w0TEGLZvAD0nO0ypMyrU2iWnG+7VmWnM42kcwL3B6Hyh0pzSKypEu9OKDjKgUIcVmQW+Ysb3PmTfz0ituPGCak6zK8ScILIxNhJQeC295ySBubkbqRa3oTAaGzhCbmBpUF3AMQrhhxCpnE3B8niWSWA46kImmL6suj3kn4/SJcleVWggKQ46YdqmA8RyXHjBcupT0hZiuyqB4ZmVNgVKHO1tfgeUWlhDE9MrtHlqlS30v02cYExKka5Ra6myOqTyh5nJVmoSj0lOtJdYmEKacQsXSpBFiCNtozvg5U3wU4jTHCiqTRTh+tvGcw7Nuahh4m/dXPLl8oCxuKGA5HiFhSoUGtSSmZefR9w4sjMwtOqF3PhaSDyGpuY+fY4bvYdrlTVjxD0nRaBM9zOLSjKudXqUMS9/eUsWN9kpJUeQP01fn2JqmkzDSu9zZC2lvOoOjoDva+hPlGYe17wsqGJsOs43pSX1zmH0rE3LqWXLsKIJcvsXAbEhI92/SAx3ijEU7imszFbnUIYLuVDDDQ+7l2UiyGUfspSAPPU84awggDMqOcXY2UkHl6QPKVJ2vaA9KEqFjobW1i/Oxpw2ONeL8lVZqXU5T8Oo+0Ji48OcGzafiqx+EUVLNqfU20hpbri1BISkXKidAAOpOkfT7st8HRwf4ZSsrVGA3X61lnqppq2SPAz6ISdf2iekBc6TcE/rBL4u2oWvzg0Ebi0FPkFtSt4DKHbHRKmiyTc5KurZWt4LUk2FshGX1JsR6GMocN8BVOsYKxFWW69SJD2FbQbk5iYyvTAUTfKOoAB+MfQviC1LzL/dTTaHW1arS4ApNvMHTzis8E4boDs1M4jRQKYhc9M3lymTbSUso8KLWHOxV8YCedlKWnafgN+Um6e8jM8hxM24goTMDILZQddBFz5lpJsIbaC6VU1nQaADQeULiRrmgDFkZSVQldfSy2t5ahkbBUr0A1gwlAB0veI/i991mjPSkubPTy0yreut1mx+l4A7CHeDD7Ew6CHZ1Tk4sHcFxZV+loc1OWgltAYZbl2lEIaQlCeWgFhHKX1gPTYqKkHfQx5nyeFJEFOLHKOK05RYgECA9LgItvDViOdRIUSemr5S3LrUkdSRp9YWKNibKveGTE5D0pLU1wBX2hNNS4A1uM2Y/QGAcqOwZKjycmpVizLoSR55dYOWtJN7mApuVAquRfYchBtxfTbneA8QFq1BIB3g0s28TagTbnBS3UkaC8A9o8OqhYfSANyP8AVPyjoTe2I/MI6A+R+B572DtJSkylToSMRPoIsLaurEbZr76Uz5sdFXt8I+fUvMew8cDUFFaSziZw2B0/3gxv+suJcdSrMLKF72gEnfa2v9IODiUnRUJs4V4gdI8CwTYHWAVk5mxlMCSrNpy2MJg4lCSmDO8va2hgEVaUJWcpVTbJIlZrunf/AMt0ZT/1ZYfUuDOU22EM9Vlfb6VNSIVZTrZCSOShqD84No8/7dTpebHvLbGf94aKHzBgHZClFZA6QclWlja4hI24RfWx5mDEu3AUk7jWAXNLKSBb3vOHFm4ypSPM3hpasBmVvC+TOdV7mx/q0A70VxVMxhKOKUO4rLBYUsf8doFSf+ZGcfwiLlppzS4UDFPzUk9P0hSZMXnZVaJuUI3DrZCwPQ2KfRUWlhOqytZpEvPME5JhsLAI2PMeoNwfMQD22q17iBAgkEa2gttRSdrWgQWAFAm14ASwHAUrTcEEEdR0hjww59mzM5hR1RCpGz0qVfjlVk5bdcirpPw6w8507pJFhreGjEUq8fZq5TkZp6l3KU7l5g/5jR9RYjzAgJE2sDQkax6HCCAFA38oRU+oS9Rl2p6Vd7xl9IWlX8vXrCsrHK8AbvuLkHWMl9tHs7TGJJN7ixgyRU5UpJu9Xlmk3VMMp/8AOAH4kjfy9I1jnNtBqd7wI5Vp8Vjfe4vp6GA+KbxcKwvXQ63FrD0OsBK75cjikqSoFK0nKUKGxB6xtPtU9j54zE5xH4S07OhwqfqNGaHuK1KnGB0O5Ry5RiuYadZWpl5taHEHxJULKBG4tuDAbr7NnGAcRsJCRqUwDXaMlLE7dWVb6Nkujn4hofO++0X9PValijsTbfdNuoBS3LgJKl8i2RfQG5BvYefKPl1w4x9VOGeMJPFdNWpSW1d1NNcn2DopJHPTaPo1gTE9CxDTJOuy5ZnaVUWUPhZSCEjkfIg302BFhAQXs/1HD8njLGyaMioUlxE9neoUwUnIzfVxGXmDfbS1o0Yy6lxIcbWlaFAKSpOoIOxHlGbuOlAqeEa/I9oDAkq6hyQcS3VmSjKJli4GdQ6WNjfyMXNgLGFGxTRJKr0aZS5Tqk33ssb/AOWv8bJ6FJvpAS/vAdidNognGnhojiXg12RliGqvIn2qmvg2Uh5OoTfkDa3yicpbF8yNoGpywtra1jAVBwQ4pzGLqCRXEBnEFEWKdXJZQsvMglKX7HraxibVR9FQmX5V2RKXEgpbQMq1ONEWVe/hbSb2KlcrxBcY8JJpHECZ4g4Lry6FO1WQdlJpKGgtp+YI+7UoHTUWueoEednvHz9cpVRwTidoNYow+4pmoJULKmE30c87jT4jlAYt7RHCdfDHGa3Ke1eg1VSn5FxAUW0H8TIUQM2UnQjcRVqAvRIJseg1j6S8Z+HFI4m4ZqOHXXGy8kd7KzStpd4DwgrOiU8sqdTeKL7PPY1rOI6oMTcVpBchQ5N491IKul6fUg21G6Wr891cusA5divs6vVedl+L2M5I/Z8ovNRpV5P+8PjTvyD+FJ93qddhG6cxVck3ub3O5hLIystIyzUpJsNsS7CA0yy2kJQ2gCwSkchYWtBinSQNLW01gDcyQOkEuuZUFIsRHveII3JMJp5xtmXceecS220grWtZsEgC5JMBUXFtxxws0qVUUzVUX3CLfgbtdxfoE3+YgmgyjaFS8tLoCWmAlttIGwAt+kPgoUxiKZexRNsrQZpPcyLatFMyu+YjkpxXiI6ZR1h2omFkySkrc8RB5wEuo6O4km0dIVrWlSib7DT1hOhOVoIBtpHpJTcnW8AIqPMAwwTrgqWK5WTH+VSWTNveTi7pbHrYKMOM5UZaRlnpycd7piXbW84tWyUpFyfkIacMNTCZBdWqCC3N1dwzbiDu2gizTZ/dQALciTAPy1i5IPIQAuIO8ElaTzgCVE3gDHihWovCfvQDlt84O5a6x2VtBzLSLwBJVbUDXpDG+sT2MpOXAUWqVKqm3Ogddu22PXKHD8YfnFISL6W3MR7CyjNsTmIHN6tMl5sncMIHdtafujN/HAPzq8uqTeCXZgoF0jQb+UeOuXSLG3rBKgXE3z6C+kAFcy53gKTcW+EF98rxAHVWtoCl5KdLWF9jBKnBc2vcwBv3n5frHQTnV+Yx0B8bMRHuOJlTmi62e6rjy9jymCd4+gs2/wB7T5V/N77LZ0803j5y44emG8c14JTtV5pSbG2zytI+hVEmPtDB9FnQoHvqewq/8CYAaJleUIGXTS9oElzKoFJGvWEQUCTrbyMeoXmOx084BcpetgbnnBpuEg384QJc8RKdTzg/OcgN7+UAtCiUhdwCOkNVFd+z6pUaQQQhR9sY8kL3A62UD84VpcKtBDdXVewKk8Q6hFPc7uatyl16KP8ACcqvQGAkqQtRuF+ovA21gJsTt0glvwgg7HnAm9DvYesAsYUo2yrteH6mtJGt7319YZpWVWtScqd9YlNJpzliopOhgH6joy2WUWB103h5wm79h1qZoRJDE5eck76AE/5iB6HX4wTS5bLZJTpyhwq9OdnZBDkgoIn5VXfSijzWPwnyULg+vlASsq1CifnHAlXi+kNNFrDVXp7M6ze67ocQfeacGim1DkQq4hxC1gaCAOC1naPCVAHS1oIDni0gZcFtYBlQs4VqwuQmk1N4EE6CVmDyPIIWefJXrEmSsH8UIJlqWnZdcpNspdYdSUrQoaKEMsjOTGGphqi1eZW7JuqCJCccJJudmXD+bbKo789dwlqVKVoP1gxNz4SRCMKUBvaBhRAuDcnSAUFQToSBGf8Ajz2QME8XUv1+gutYcxMrxGZbavLTSuXfIGoP7adfIxfJPXl5x7nyixGh+sB8meJXAXidwonFyuK8Nvolwqzc7Lguy6x1Dg0+BAPlE/7K/Fp3DdWHDOvTJFMqLinaa4pdky8ybZm99Er5bEK52Nj9IpyXlZ6XXKT0ozMS7ws428gLQodCDpFL467InBjGbyp+WojlAqAV3iJmlOlrKsahWS1r38oB6FaVMUSYpMxS1VDMytC2V2KVoIsQoWvztYWPpFJ4r4VVThZhWRr3Difqzc5hycNSmJB6YUpuYZXvZu9klA8JGug1uYtOXkKpg9xmlz0+uamJFAT7StISX0j8RA0vbfl1IiSZpitSvt5SysoBSlhOt0WspKid7jlbpALuH/ESm47wvI4hppSUvtjvUEjM25+JB9DElVNyy0ZUm6zz6Rl/B0lX+EvGd2h4elH6jhLFDC6i422oKVTspspahfRKVEDzB02jRja0KQFsqCkqAKSOYPOAVTTLM1LrYfUClYykjceYjPfGWi1jBlek+OGE2iqo0IiXr8ugaTcidO8IG+h16aHlF/Z/dA3MN1ekGXpZTyZZMx4FNvMEXS+yR4kfEbQBdAr1ExdhaSxHQXGvYptoPsKSEkoPO99AoG4OkPmDMQe1oVS5pSSUk+zqBKgbboznVatzpoNozXgaf/2M8RneG9VcUvB+KXTNUN5wnKy6TqyT9LekXrVkGVU1VZTI0pgDxAhACd7ZjsOoGp2gLGWSk26R4L3veG+kVdFbkETifCVWC7pKdeoB1seULlOIGoP0gOUrUi55W1iOTzv956gaSjx0qSUDOrB0fdBulkdUg2KvQCOqdRmqvOuUOhu5A34Z+fGqZYWv3aOSnSLafhBudbAukpJy1MlWpKSZDTLIypTufMnqTuSdbwB+RJ1Nr87dYG0lKPetBaSSb2vHmY3gFZcSBoYKzk7nNBJWVDQ+nnCSrVWXo9OdqE1dKGk7AXK1HRKQOZJsB6wDRiFk12pS2HUKzS6SJuo2/wCGk3Q1/GoAn9lJ6w9kuknMCeW1oQYekn5WWcnJ8WqE8vv5rW+RVtG79Eiw+cOinbHUwAAgKAuMvnHWCBuLfWAuOhR0+kEPLVlvcwBi3bCxMA71IR413A+cJc61AKWLCCHHDmISo26QCTFtRdTTBT5QlMzUliUaKdSkK95XwTeHBju5GXbk2EAMsoCEJHJKRYD6RHZaYNWxHMTiUXlqYkyzR5KfVYrI9BYX8zDwHrqNjfKNYA9UwlzMTYaXHrBLr9lDInw84IVqPDzNoAFnNlvtvAGKUFrzJUB0FoTuvlKt9PLSPXHEjQGxEInw66b6J5p9IBT7UPzR0IMrnlHQH//Z"> <b>Mauser HSc performs very well with cast bullet handloads.</b><br /><br /> </div> <div class="col-md-6"> When I asked why Harry was packing a .32 and not something more effective, I was informed politely that it was really none of my business, but that“when in Rome, you do as the Romans do.”  Ken explained to me that if Harry took a .45 or a .357 it would be obvious that he was “not a local.”  Since“the bad guys” where he was going normally used .32 automatics, while military and police carried various 9mms, the Colt would be discreet and also“blend in.” While an FN or Beretta would have been better, we didn’t have one.  Walthers are “hand biters,” and not an option, so ending the conversation.Loading manuals were of little help, so I researched the NRA archives and stumbled upon Wagar’s article. <br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12">  It was an entertaining treasure trove of practical information on the Colt pocket model and loading cast bullets for the .32 ACP. Wagar said that, “it has proved so useful for much of the outdoor shooting in our part of the country that … I frequently leave my heavier pistols and revolvers at home…<br /><br />“This is not a deep wilderness side arm…, but as a light pistol to accompany the big rifle it has many advantages… one is never hampered by its weight and bulk and it need not be left behind because the way is hard and steep or the trail long…“The .32 Colt Automatic… is the biggest pistol that fits comfortably into ones pockets… and its owner isn’t often asked by some romance filled tourist if you are a real live cow-boy, so the hills are full of these pistols.”<br /><br />“Practical accuracy is not of the spectacular kind… I can obtain quite good accuracy holding the pistol in both hands and resting them upon my knees I can hit a 50-cent piece practically with every shot at 20 yards.  … is almost ideal for strictly small game shooting, we have shot many cottontails, grouse, squirrels…over 200 pieces of game in all—- and have found it unexcelled.  It is just enough larger than a .22 Long Rifle to make it a more certain killer, yet destroys little more flesh and makes little more noise in the woods…cast bullets will give more killing power than the jacketed fac-tory bullets.  They do not expand upon flesh, but rough-en when they strike bone and tear flesh rather than parting it.”<br /><br /><br /> </div>	</div>	<div class="row"> <div class="col-md-6"> 	“If one has access to an Ideal No. 4 tool and mould for the .32 S&amp;W he is well equipped… The .32 S&amp;W bullet weighs 88 grains and its diameter of .313 inch is well adapted... I have loaded many hundreds of .32 A.C. cartridges with .32 S&amp;W tools…If one shoots a high-powered .30 caliber rifle Marbles adapters using the .32 A.C. cartridge can be used for small game shooting or one can use the .32 A.C. cartridge in the Winchester adapters made for firing .32 S&amp;W cartridges in the .30-30, .30-40 and .30-‘06 rifles. <br /><br /> </div>		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> 	<b>The custom barrel machined for this 1935 Beretta made a night-and-day difference in accuracy.</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12"> “In closing, permit me to summarize: This is not a target arm, nor is it powerful enough for defenses purposes against great beasts or armed men of great virility; but considering its short length, light weight, light report and recoil, and cheapness of ammunition, one will have difficulty in finding a more accurate, more reliable and more powerful pistol just to take along.<br /><br />”Moving our clock back to present era, Sandy Garrett at Northern VA Gun Works doesn’t get excited by very much. But recently he was.  He told me that he never thought a .32 ACP could be accurate.   He now knows better after test firing my Beretta 1935 pistol for which he made a new barrel to replace its original “salt &amp; pepper” WWII-era one.  It’s machined from a piece of .30 caliber Hart stain-less 14” twist, and chambered with a custom reamer I designed to headspace on the case mouth.  It shoots very well for a pocket gun, 2-1/2” at 25 yards for an 8-round magazine of 1970s vintage German Geco 73-gr. hardball, hand-held from sandbags, striking precisely to point of aim with the issue sights.  He also did a trigger job so that it breaks at 5 pounds with a slight “roll” at let-off like a good .45 hardball gun, instead of the gritty 16 pounds that it originally did.  <br /><br />It is true that .32 ACP pocket guns don’t have a great reputation for accuracy.  Speer’s loading handbook states that 3-4” at 25 yards is about the best you can hope for. This is in keeping with WWII German military and postwar German police acceptance accuracy standards which allowed 5 mils or 75mm of dispersion (about 3”) at 15 meters (approximately 49 ft.). Any pocket pistol which groups better than 4 mils, or 60mm (2.36”) at 15 meters is said by Europeans to be quite good. My experience with a number of pocket guns over the years suggests that any combination which reliably shoots 2” or less at 50 feet was a “keeper.” Almost any decent kit gun sized revolver, should shoot an inch at 50 feet, but pocket auto pistols which do this are rare birds.<br /><br />The .38 Super Auto, despite its whiz-bang ballistics, was lackluster in the accuracy department until custom gunsmiths modernized the chamber design so that the cartridge head spaced on the case mouth, instead of the semi-rim.  Modern IDPA and IPSC competition guns with custom barrels chambered this way shoot very well indeed.  <br /><br />So, strictly for academic curiosity, I wanted to see how well we could get a .32 ACP to shoot.  JGS made my reamers and gages.  This chamber has the minimum SAAMI chamber body, with a throat and origin of rifling based upon the form of the U.S. Cal. .30 M1 carbine chamber, but enlarging the forcing cone diameter to fit the larger .32 ACP cast bullets.  Sandy machined my chunk of Hart barrel to fit my wartime M1935 Beretta.  If you have to ask what this all cost, you cannot afford it. To me it’s worth every penny.  My Beretta .32 now shoots as well as my Mauser HSc, accurate enough to assassi-nate WV bunny wabbits with head shots.  <br /><br />I sent John Taylor at Taylor Machine the reamer to make an 18” long .32 ACP rifle barrel to fit my 4.5 pound, take-down pre-war H&amp;R single-shot .410, which doubles as an American-Style Rook Rifle.  I don’t know anyone who has ever fooled with the .32 ACP in a rifle.  You will need to stay tuned for that one.   􀀁<br /> <br /><br /> </div>	</div>]]></content:encoded><pubDate>Sat, 19 Aug 2017 10:10:07 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/8/106/cast-bullets-turn-the-.32-acp-into-a-bunny-buster</guid></item><item><title>Working Up .22 Hornet Plain Base Loads</title><link>http://castbulletassoc.org/blog/article/2017/8/105/working-up-.22-hornet-plain-base-loads</link><description> 	 		 				 		This article written by CBA member, Grant Macomber of Applegate, CA was published in the May / June 2008 #193 issue of the Fouling Shot. 		  The objective of this project was to increase ....</description><content:encoded><![CDATA[<div class="row"> 	<div class="col-md-6"> 		<img 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"> 	</div>			<div class="col-md-6"> 		This article written by CBA member, Grant Macomber of Applegate, CA was published in the May / June 2008 #193 issue of the Fouling Shot.<br /><br /> 	</div>	</div><div class="row clearfix"> <div class="column full"> The objective of this project was to increase myshooting pleasure by (1) developing accurate, easy tomake ammunition that would (2) make more use of theguns I had. The number of primers popped was not thesole measure of shooting pleasure.<br /><br />Several years ago I was impressed with the resultsthat John Alexander and Guy McMurray had with the.223 Remington and .228î bullets (FS 94, November / December1991). Guy McMurray used the RCBS 22-060-FN bullet that was designed for the .22 Savage HighPower. His load with a pinch of 700X got 1329 f.p.s. and1.131" groups from a Ruger No. 1. That appealed to me.I did not have a Ruger No. 1, but I had a Handi Rifle in.45 Govt.<br /><br />NEF makes the Handi Rifle in .223 Remington and.22 Hornet. I called NEF and learned that the Hornet barrelhad a 1 in 12î twist, same as the .223 Remington. The.22 Hornet was on my list of ìcanít live withoutî cartridges,so I ordered a Hornet barrel for my Handi Rifle, a mold for the RCBS 22-060-FN, a Lee collet die set,and Hornet brass. An old steel-tube Weaver K2.5 gavethe eye relief that I wanted for offhand shooting.<br /><br />Casting the bullets using wheel weight metal plus 2%tin at 750°, the rejection rate was nil. Bullets came fromthe mold at 62 grains with bands .228" to .230". Theywere too large in diameter for the Lee dead length bulletseating die (made to handle .224" jacketed bullets), so Isized them in a .224" Lyman H&amp;I die in a Lyman 450sizer-lubricator. The ammunition went together all right,but I was not enthused. Sizing to .224" was difficultbecause of the tendency of the bullet to tip, and it alsonullified the advantage, if any, of starting with a .228" bullet.After trying a few powders and even some jacketedbullets, and getting somewhat disappointing accuracy, Iset the Hornet aside for 10 to 12 years. Then I read JohnAlexander&#39;s article about 22&#39;s in Joseph Brennanís CastBullets for Beginner &amp; Expert and got fired up again.<br /><br />John noted that bullets must be at least .225" indiameter, so I could see nothing wrong with trying the.228-.230" bullets as cast. Letís call them .228". I hadbeen developing .30-30 loads with the same objective asstated above and found that the Lee dead length seatingdie shaved lead and crumpled cases when I tried to seat.309" cast bullets. I solved the problem for the .30-30 byusing my old RCBS seating die; it had plenty of wobbleroom for the cast bullets up to .311". The same approachwould have to be used for the Hornet, but I did not havean old Hornet die. I asked John Alexander and Ed Harrisabout it. The three of us were on the same track, and theeasiest solution was to have Lee Precision ream or lapthe dead length seating die for $20. I had been pleasedwith Lee Precisionís machine work before, so I sent thedie to Lee with sample bullets and an order for a FactoryCrimp Die, an expander die, and a Decapper and Base.The Decapper and Base would let me decap with a mallet.It seemed that neck sizing in the collet die would notbe necessary with .228" bullets.<br /><br />My notes from years back noted that 5 grains of2400 gave ìpromising accuracyî with the 62 grain bulletswith plain bases. The velocity variation had probably discouragedme; 951 to 1207 feet per second, 1064 average,72 standard deviation. Bullets had not beencrimped in place because the Lee dead length seatingdie does not crimp.<br /><br />I swished some bullets in Lee Liquid Alox anddumped them on waxed paper. They were ready to loadthe next day. Five grains of Alliant 2400 pushed the .228" plain base bullets over 1,600 fps without leading. Therewas little powder residue in the barrel. These bullets hadmaximum crimp. I was encouraged by the accuracy andenthused about the project.<br /><br />The first variation tested was to compare accuracy ofas cast .228" bullets with bullets that had been sized in the .224" die. I made the two lots of ammunition as alikeas possible except for the difference in bullet diameter.Neck sizing in the Lee collet die seemed to provide asmuch bullet pull for the .224" bullets as the as-fired necksprovided for the .228" bullets; the Factory Crimp Die wasadjusted to return the outside diameter of the casemouths to the same diameter as before expanding thecase mouths for both the .224" loads and the .228" loads.No gas checks were used. The .228" bullets were theclear winner.<br /><br />The second variation tested compared light crimploads with a heavy crimp using .228" bullets.<br /><br />Test shooting was done with the fore end on a sandbag but no butt bag. The .228" bullets with light crimpproduced a rounded 10-shot group under 1" at first, butafter that the group dropped 1-1/2" and was irregular,spreading horizontally to 1-1/2" inches. The loads with aheavy crimp were more consistent. There was a littlelead in the barrel that came out easily in small flakes.There was quite a bit of bullet lubricant on the shouldersand necks of the cases.<br /><br />I decided to use a faster-burning powder. SR4756was selected based on the fact that I had a canister of iton hand marked $2.75.<br /><br />Cases were not sized but were decapped with theLee Decapper and Base. Ammunition was assembledwith WSP primers, .228" bullets with maximum crimp,and 2.8 grains of SR4756 for mean velocity of 1245 f.p.s.Accuracy was about 1-1/2" at 50 yards for round, 10-shotgroups with the low resolution Weaver K2.5 scope andmirage. I bumped the powder charge to 3.0 grains ofSR4756.<br /><br />Better optics would have been nice for testing. CouldI use the old Tasco 8x scope in the low Weaver rings?The 1.509" objective bell just fit after I put the rear sightall the way down and had the scope pressed against thesight, which is spring-loaded, to force the rear sight allthe way down. The hammer also barely cleared thescope. I had to crawl up on the short eye relief scope abit, and this gave me cheek contact with the comb. TheWeaver K2.5 is a chin-mount scope.<br /><br />The Tasco 8x cannot be focused, not for me at 50yards anyway, but it did allow me to hold tighter than Icould with the Weaver K2.5. It took two shots for me toremember that I had yet to sight in, and two more to sightin (bore sighting being a snap with a break-action rifle),so I shot four ten-shot groups. The temperature was onits way to 108°, and I wanted to be home for lunch, so Ileft it at four groups. Groups were well rounded. Thecases were clean. There was a good star on the crown.The four groups averaged 1.2", shrinking progressivelyas I caught on how to hold the rifle.<br /><br />That was better than the results I have had with anyother load in either barrel, including jacketed Hornet bullets.The rifle would probably do better with good opticsand bag technique, and might benefit from a softer alloyand different forend tightness. It might not set anybenchrest records, but it might hold the .89î ten ring ofthe 50 yard smallbore target (.89" + .224" for the bulletdiameter = 1.114" for the groups). And, as I said to mywife when I got home, I had forgotten how much fun theHandi Rifle was.<br /><br />Next I took off the scope and the base in order to useiron sights. The comb is sloped for iron sights, makingscope sights somewhat uncomfortable to use. The factoryopen rear sight put the bullets about .75" below pointof aim at 25 yards. A Williams Guide (or WGRS) peepsight set low put the bullets in the middle of a 6" bull at25 yards. Mission accomplished.<br /><br />That was a couple of years ago. I am still shootingthe Hornet. The only problem with the .22 Hornet HandiRifle is that of running out of bullets! •<br /><br /><br /> </div> </div>]]></content:encoded><pubDate>Wed, 16 Aug 2017 07:51:08 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/8/105/working-up-.22-hornet-plain-base-loads</guid></item><item><title>The .32 Long Colt Project</title><link>http://castbulletassoc.org/blog/article/2017/8/104/the-.32-long-colt-project</link><description>  This article written by CBA member, Bradley C. Bish, was published in the Sept/Oct 2001 #153 issue of the Fouling Shot. From the Sunflower State to the Keystone State, from my great uncle, to my gra....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> This article written by CBA member, Bradley C. Bish, was published in the Sept/Oct 2001 #153 issue of the Fouling Shot. <br /><br />From the Sunflower State to the Keystone State, from my great uncle, to my grandfather, to my uncle and then to my father, this Model 92 Marlin has done a bit of traveling.  Hopefully it will remain many more years in my gun safe before the next heir receives it.  It is a .32 Long Colt caliber and the rifle is in surprisingly good condition and shoots very well as shall be noted a bit later.<br /><br />I figured that it might be a challenge to shoot this obsolete cartridge, but I really didn’t know how true that thought was going to be!  It came with half a box of factory ammo but I wanted to reload for it.  Research indicated that it would take heel bullets or hollow base bullets but reloading data for this small cartridge is not readily available.  I was very lucky to get new brass for it.  I ordered 200 pieces in 1998 for a reasonable price; now I wish I had ordered an additional 300 pieces.  Since that time, I have seen this brass listed at $1.00 per piece which equates to about $177.76 per pound for this Remington brass!  Had I needed to pay that price for the new brass, the project would have ended then and there. Brass problem solved.<br /><br />Now, I needed bullets.  After a few inquires on the Internet to a couple of talk forums a source was discovered.  A person in Wyoming made them from a Winchester mold dated to the turn of the century.  One hundred of these small bullets arrived a week later. Bullet problem solved (temporarily).<br /><br />Next, reloading data was needed.  As previously mentioned, very little exists.  From several sources, articles, and Handloader Magazine, it was determined that starting loads for the .32 Smith &amp; Wesson Long or the .32 Colt New Police could be used.  I found as many sources of data for these cartridges that I could and averaged the starting loads for each powder selected.  Nine different powders were used; all produced good results, but one powder, Unique became my powder of choice for future reloading.  Data problem solved.<br /><br />A sizing die was also a problem.  When the words custom-made appear on anything, the price is high.  Knowing that the studs used to hold tires on large trucks are the same diameter and thread size of the 7/8 x 14 reloading dies, a thought entered.  A local machinist was interested in what I was doing so he did the neces-sary lathe work to the stud.  A hole of 19/64” was bored into one end of the stud.  I then enlarged the diameter of this hole to approximately 0.315” inch using a wooden dowel rod with emery cloth attached to it. This I turned with a drill, stopping often to measure the diameter as it increased ever so slowly.  Subtracting the thickness of the brass on both sides of the case, it sized the brass to have an inside mouth diameter of approximately 0.298 inch.  This opening has proved to be right.  Sizing die problem solved. <br /><br /> </div> </div>	<div class="row"> 	<div class="col-md-6"> 		<img 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"> 	</div>			<div class="col-md-6"> 		Now, the reloading and shooting began. Although the .32 LC is a rimmed case, the rim diameter is only a few thousands of an inch from being the same as the head of the rimless .223 Remington case.  Any shellholder for the .223 Remington will work for the .32 LC case.And, any sizing die with a diameter larger than the .32 LC case and an expander plug less than the inside diameter of the .32 LC case mouth can be used to remove the primer. <br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12"> I chose the.223 Remington sizing die because the shell holder was included with the die set and it met the other two requirements.Priming was done with a Lee Auto-Prime using a #4 shellholder.  Winchester 6-1/2 -116 and CCI 500 primers were used.All the data for the Winchester bullets used Winchester primers; the N.E.I. bullets (more on these bullets later) used CCI primers. The rifle was made sometime at the very beginning of the 20th century.  Exact years to correlate to Marlin serial numbers are difficult to find.  Regardless, it has 6 grooves, a bore diameter of 0.303 inch and a groove diameter of 0.308 inch.  The twist appears to be 1 in 22 or 24 inches.<br /><br /> </div>	</div>	<div class="row"> <div class="col-md-6"> 	.The bullets were from a Winchester mold and a mold (#78B) made by N.E.I.  The Winchester bullets had a length of 0.558”, a diameter of 0.3129”, a heel diame-ter of 0.3014”, and a seating depth of 0.141”.  They weighed an average of 89.5 grains with a SAECO hardness of approximately 5.5 or a BHN of 8 to 9.  The N.E.I. mold I ordered knowing that my Winchester bullet supply would soon end and I would need to be able to produce my own bullets.  Fourteen weeks after it was ordered, it arrived. <br /><br /> </div>		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> 	<b>Loads shown in both trimmed and untrimmed cases.</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12">  It cast bullets of the correct diameter but the heel diameter was a bit small.  So back to N.E.I. the mold went and within a week it was returned.  The heel portion of the mold had been slightly enlarged and the bullets dropped from the mold with a length also of 0.558”, a diameter of 0.3120”, a heel diameter of 0.3005”, and a seating depth of 0.265”. They weighed an average of 97.6 grains.  This was when they were cast from a 20 to 1 (lead to tin) alloy.  These bullets have a SAECO hardness of 6.5 or a BHN of approximately 10.<br /><br />When I first began reloading this little cartridge, I assembled several of the rounds with the recommended starting load and the Winchester bullets.  I then tried them in the chamber and in the tubular magazine of the Model 92.  The chamber fit was good, but they would not cycle from the magazine to the chamber, the length of the cartridge was too long.  I remember reading an article and they indicated the cases need trimmed with some bullets to allow them to feed from the magazine to the chamber.  Several of the cases were trimmed to 0.815” and this allowed for them to cycle properly.  A few words of caution are in order at this point: If one uses the trimmed cases, only the starting charge of powder is recommended.  And that may have only proved true in my particular rifle and not one that someone else might be using.  I discovered this with the Unique powder and the N.E.I. bullets.  A load of 2.5 grains seemed safe in this particular rifle but 3.0 grains began to show pressure signs on the cases and the 5-shot group also showed problems…keyholes were very obvious.  A combination of the trimmed cases and the longer seating depth (heel) of the N.E.I. bullet is probably what leads to the excessive pressure. The case rims actually became somewhat out-of-round, the primers had deep indents, and a couple of the primers had a pin-sized hole in the center with black carbon deposits also noted.  I later discovered that the N.E.I. bullets could be loaded into the untrimmed cases and they would cycle from the magazine to the chamber.  Three grains of Unique in the untrimmed cases showed no signs of pres-sure problems.<br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12"> <img 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"> </div>	</div>	<div class="row">		<div class="col-md-12"> All data and groups listed on the chart were fired with untrimmed cases that are 0.910” in length.  The overall cartridge length with the Winchester bullet was 1.314” and with the N.E.I. bullet it was 1.192” The bullets were lubed with Lee Liquid Alox.  I drilled 21/64” holes through a piece of 1/8” aluminum.  The loaded rounds could then be place into these holes (the rim keeps them from falling through) and be dipped into a container of Alox that was the correct depth to only cover the bullets. The bullets were left to drip for a few minutes and then they were touched on a piece of paper towel.  This removed the excess from the tip.  Leading has not been a problem with these bullets and this rifle.<br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6">			<img 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"> <b>Firing 3.0 grs. of Unique in trimmed cases was too much!</b><br /><br /> </div> <div class="col-md-6"> <b>A summary of events follows:</b><br /><br />Untrimmed cases were used to shoot all groups at 20 yards, with the exception of the group that showed excessive pressure to the cases and the “keyholing” noted on the target.  Case life appears to be very good as some of the cases have been reloaded and fired at least 10 times.<br /><br />If trimmed cases are to be used, extreme caution should be used with powder charges.  Even the starting loads listed may cause pressure problems in some firearms.  They all appeared safe in my particular rifle.<br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12"> Before the bullet was seated into the case, the case mouth was “very slightly” egg-shaped by pressing it against the reloading bench.  This allowed the bullet/case to make a distinct “snapping” noise when the bullet was pushed into the case.  Bullets were held in place fairly tight using this method.<br /><br />Groups with the N.E.I. bullets were only tested with the powders that produced the best groups with the Winchester bullets.Velocities were chronographed at a distance of 5 feet from the muzzle. <br /><br />All velocities listed are with Winchester bullets.  Not shown in the chart is the velocity of the 3.0 grains of Unique and the N.E.I. bullet.  This combination produced an aver-age velocity of 1130 fps.  Yes, I checked and rechecked this velocity and it is what it is!  Unique, CCI 500 primers, and the N.E.I. bullets are my choice for this rifle.The barrel of this rifle was cleaned using Sweet’s 7.62 and a bronze bore brush after every 10 rounds of ammo were fired.<br /><br />It was an interesting and challenging project and an old firearm gets put back into use again.  􀀁<br /><br /> </div>	</div>]]></content:encoded><pubDate>Fri, 11 Aug 2017 02:32:30 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/8/104/the-.32-long-colt-project</guid></item><item><title>The .45-70 Short 1.575</title><link>http://castbulletassoc.org/blog/article/2017/8/103/the-.45-70-short-1.575</link><description>  This article written by CBA member, Rupert Wyble, was published in the Jan/Feb 2005 #173 issue of the Fouling Shot.Shooting cast bullets in the .45-70 at black powder velocities has always been an e....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> This article written by CBA member, Rupert Wyble, was published in the Jan/Feb 2005 #173 issue of the Fouling Shot.<br /><br />Shooting cast bullets in the .45-70 at black powder velocities has always been an enjoyable experience. It was to my great grandfather, grandfather, father, and is to me. Well my great grandfather might have disagreed with the term enjoyable experience from time to time in his early years, but for the most part we are a peaceable lot and pursue target shooting with cast bullets as a life long sport of choice.<br /><br />The problem lies in the fact that I’m a smokeless powder shooter and the old case is just too big. I won’t rehash the .45-70 story, as it is probably more than most shooters can stand. Suffice to say for the past 40 years, I’ve tried most of the tricks: Corn meal, kapok, light bullets, duplex charges.  I even changed the twist to 1-34 (.45-90) and shot 300-grain bullets exclusively. That’s another story. It shoots really well, but the 300-grain bullet runs out of steam before it gets out to a respectable .45-70 range. In the normal twist used for .45-70, about 1-20 give or take a couple, the problem is getting worse as I get older. These guns like heavy bullets.<br /><br />Usually my .45-70 rifles like bullets over 400 grains and cast from No. 2 metal or a little softer. In some cases, 500 or even 600 grain bullets are the most accurate. Best velocity or should I say the most accurate velocity is somewhere between 1400 and 1650 f.p.s. <br /><br />The word “best” indicates something is good. I find nothing good about sitting behind a rifle that is launching 500-grain bullets at 1650 f.p.s.  When velocity is reduced to 1200-1300 f.p.s. with smokeless powder, it becomes much more enjoyable to shoot, although I start getting flyers due to poor ignition. I’ve gotten good accuracy using compressed charges of slow powder, but sweeping out the bore after each shot does not add to the shooting enjoyment, and I hate getting powder grains under the extractor.<br /><br />What I needed was a shorter case, so after four generations of struggling with the .45-70 case size, a change was in order.  I wanted a case just long enough to drive bullets of between 400 and 550 grains to speeds not over 1300 f.p.s.  This should be done with bullets sitting firmly on a .060” cork wad; some shorter bullets require two wads. All loads have a small amount of compression. The powders I use in the .45-70 are generally IMR4227, IMR4198, and Accurate Arms 2015BR. Others work but these seem to work best for me. IMR4198 is probably the best with heavy bullets using charges between 25-35 grains, depending on bullet weight.<br /><br />Even though the new case would be shorter, I decided to leave my preferred powders the same, starting on the lower side of what I had been using for safety.  For case length, I first looked at the .45-70 x 1.5” or .45 Silhouette, but it was designed to shoot 300-grain bullets. It is a little short on powder space and throat. At 1.575” inches I got enough space to do the job. So it became the .45-70 Short 1.575”. Already having a Douglas premium 1-20” .45 barrel blank and a Ruger M-77 that I’ve modified for rimmed cartridges helped the project along. This is kind of a one way conversion for the M77 as the bolt face becomes different enough that you can’t go back to a rimless cartridge without a new bolt.  It is doubtful, in my case, that this would be desired, as I’m quite pleased with this rifle/cartridge combination.<br /><br /> </div> </div>	<div class="row"> <div class="col-md-6"> 	.With barrel, rifle, brass and a number of good heavy bullet moulds in hand, all I needed was a reamer. Not wanting to buy a custom reamer for such a simple conversion, I chanced upon a reamer specification sheet for the 458x2 inch from JGS Precision Tool in Oregon. According to the spec sheet, the first 1.575 inches of this reamer were in fact my .45-70 x1.575. Even the throat was pretty close to what I wanted. A quick call proved it was in stock and at a reasonable price.<br /><br /> </div>		<div class="col-md-6">			<img 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"> 	<b>One 200-yard (left) and two 100-yard targets shot in registered competition with the .45-70 Short 1.575”</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12"> The reamer worked perfectly with the exception of the rim cut which I made separately. (Before I get to the loading and shooting, a caution is in order. I don’t know if anybody else’s 458-2 inch reamer would work. I don’t even know if another one from JGS would work so well. Mine did. Of course, my project had a fallback. If the reamer didn’t work, I would build a .458x2 inch and keep my mouth shut.)<br /><br />With the chamber complete, I turned to loading dies, to see what problems there would be. The answer to this question is none. My RCBS dies work perfectly. Remington brass works best as it is thicker and the sizing die snugs them down just the right amount. The expander, when adjusted all the way down is right on the money, and so is the seating die. This is a plus, not needing any special dies. Brass is a one step affair; cut it off. One added benefit is saving damaged or cracked neck cases. Now when a .45-70 case gets damaged, just cut off the crumpled or cracked neck and you’re back in business.<br /><br />In the area of components, most of my regular .45-70 bullets, powder, primers, and brass worked fine. One set however, is shining above the rest, so that is the one I will discuss. <br /><br />I use mostly Remington brass; it works best in my gun. The bullet which has come out on top is the heavy Saeco 540-grain bore-rider. I think it was designed for the .458 Winchester and seems to fit my gun’s throat very well. The powder for this heavy bullet is AA 2015 BR. It’s the hands down winner. Proper charge seems to be 28.6 grains behind a .060” cork wad with just a little compression. The only primers I use are Winchester Large Rifle magnum. Others may be good, but these work for me. <br /><br />There is one fly in the ointment however; in going through a batch of cases, I will occasionally find a thin case or worse yet, one that is thin on one side. These must be removed or you will have fliers. My highly technical method for finding them, is just load them. If a bullet seats too easy, I set it aside. A careful inspection after firing will usually show a thin or out of round case. <br /><br />I size all my bullets to .459” for this rifle and use SPG lube exclusively. I live in the desert; with high temperatures and low humidity, and SPG is the only lube I’ve found that will let me shoot all day in the summer without leading (in the big bores).<br /><br />As mentioned before, I cast my bullets of No. 2 metal; making them any harder does not improve accuracy for .45 caliber the way it usually does in smaller bores.<br /><br />Well, that’s about all there is to making up a rifle and ammunition. The proof is in the shooting and I’m well pleased with this combination so far. The M77 has a pretty well designed stock. The trigger is not bad and I cut the barrel fat enough to hold the recoil down. The rifle weighs in at a little over 12 pounds, so the heavy bullet load is easy to shoot. The velocity is estimated at about 1200 f.p.s. with the 28.6-grain AA 2015 BR load. If conditions are good and you do your part, sub minute of angle groups happen on a regular basis.<br /><br />To prove to myself this set up could be used in a cast bullet match. I went over to Modesto California (Modesto Rifle Club) for a two-day match in May 2004. Let me say they are one of the greatest shooting groups I’ve ever met. I had two wonderful days of shooting. Competing against Modesto’s Schuetzen plain base, heavy bench rest and production shooters was a humbling experience. I did manage to struggle a few rungs up the ladder. My best 100-yard group was .654 inches. At 200 yards, I turned in a best group of 1.439 inches. I’m very happy with my project and the accuracy seems reasonable for the M77 shooting a 540-grain bullet.  􀀁<br /><br /> </div>	</div>]]></content:encoded><pubDate>Sun, 06 Aug 2017 12:00:21 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/8/103/the-.45-70-short-1.575</guid></item><item><title>The .416 X .300 Project Rifle</title><link>http://castbulletassoc.org/blog/article/2017/8/102/the-.416-x-.300-project-rifle</link><description>  Appearing in issue #175, May/June 2005 of the Fouling Shot, this article was written by CBA member, Ken Ewing.   I started casting bullets when I was in my early 20’s, self taught at first, and they....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> Appearing in issue #175, May/June 2005 of the Fouling Shot, this article was written by CBA member, Ken Ewing.   <br /><br />I started casting bullets when I was in my early 20’s, self taught at first, and they were not of great quality. Then a friend helped me to refine my efforts a bit.  I joined the Cast Bullet Association a few years back and, concurrently, subscribed to the CB-L for a few years. Finally, I started learning how to cast bullets of decent quality and for specific purposes.  All my cast bullets were for handgun at first.  After joining the CBA I started casting for rifle and found it was a whole new game. Now I am able to put together bullets for a rifle that will withstand modest rifle velocities and not leave five pounds of lead in the barrel after 30 rounds.  But this article is not about how to produce good rifle bullets from molten lead alloys.  It is about a rifle specifically for use with big lead bullets.<br /><br />Perhaps many of us who have been lifelong shooters are dedicated gun nuts, and have thought about building a rifle that uses a cartridge not currently produced.  I certainly have many times, but other things prevailed.  About five years ago I found that my status was about to change and would result in a little less “home supervision.”  Now, I won’t encourage anyone to drastically alter their lives by becoming closely acquainted with procedures used by opposing legal counsel.  But it happens.  And to have something positive to think about I started planning that rifle I have always admired in .416 caliber.<br /><br />The commercial .416’s are all too much rifle for the North American continent.  And the likelihood of my going to Africa or the other exotic hunting destinations is on a par with teaching a pig to fly.  So I was thinking in terms of a .416 in a somewhat less vigorously recoiling configuration.  Then some fortuitous timing of events resulted in Remchester introducing their respective short .30 cartridges and rifles.  I took a look at those two cases and decided the Winchester .300 WSM case was about what I wanted for powder room.  Now I had a case, relatively easy to obtain, and not the cost of a new Mercedes for every 100.<br /><br />Next I decided to make a bullet.  I had already designed a bullet for the .358 caliber that worked well and felt making one similar in .416 was a good gamble. My design criteria for cast bullets might best be called “off-the-wall.”  I have no engineering background and am not even the rankest amateur the in study of ballistics or aerodynamics.  Thus, my bullets are made to “whack-’em hard.”  Happily, Dan Lynch of Mountain Molds is willing to accommodate my goofy ideas and cuts moulds for me the way I would like them done.  He is the only maker I know of who will do that.  I asked him to make a double cavity mould in 350 grain for wheel weights and 2% tin with gas check, two lube grooves, and crimp groove. The as-cast diameter was to be .418” with a .600” nose length.  The flat nose bullet was to have a long tangential ogive and 75% meplat.  The finished mould cast exactly the way I envisioned the bullet.  So now I had a bullet.<br /><br />Perhaps it is a bit unusual to design a gun around a bullet but that is what I did.  With the bullet and case in hand I decided that all I wanted to do was neck up the case to .416 and not change any other dimensions. Doing so left plenty of shoulder to headspace on and should work reasonably well in one of the short actions built to use the .300 WSM cartridge.  A friend and I both obtained one of the Montana Rifle Co. stainless short actions.  I took that action and a Pac-Nor stainless .416 barrel in #6 contour to build my rifle.  To top it off I ordered a set of Ashley XS sights with aperture rear and white dot front with tritium insert.  I had previously had a new barrel put on a used 788 I bought that the previous owner had converted to .358 with an oversize chamber.  Since it wouldn’t shoot I put the new barrel on. John Noveske, Noveske Rifleworks did that job for me and I was pleased. So I shipped my collection of parts to John and told him what I wanted. <br /><br /><br /> </div> </div>	<div class="row"> <div class="col-md-6"> 	While the waiting was going on I had to decide on a stock.  I expected the recoil to be substantial, so I wanted a composite stock.  I spent a lot of time looking and finally decided on a Lone Wolf stock.  Bob Culbertson has a nice little shop at his home and does most of the building himself.  I looked at the samples he had on a dozen or so rifles and picked the one I wanted.  It was a straight stock design with cheek piece, recoil pad and sling studs.  After discussing the rifle with him he recommended I have the balance point at the front receiver ring and make the stock out of carbon fiber and Kevlar in epoxy resin.  <br /><br /> </div>		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> 	<b>.300 WSM, .416 x .300 WSM, .458 x .300 WSM</b><br /><br /> </div>	</div>		<div class="row"> 	<div class="col-md-6"> 		<img src="data:image/jpeg;base64,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"> 	</div>			<div class="col-md-6"> 		I started out by saying I wanted the finished rifle to be not less than nine nor more than 10 pounds. Again he suggested I not do that and instead let the finished weight be determined by the material needed to result in the balance point as previously stated.  So we had an agreement.  <br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12"> He said he would need the rifle before he started building the stock.  After I received the rifle from the gunsmith I took it over to Bob in Montana. A week later he called and said I could come and get the rifle.<br /><br />My completed gun has a 20” barrel, 13-1/4” length of pull, and weighs exactly eight pounds.  When I saw the weight my first thought was “oh my, what have I done...” Actually it wasn’t phrased exactly like that but the words printed will do to convey the idea.  At eight pounds, 20” barrel, and balance between my hands the gun is easy to carry and mounts quickly and easily with the sights on line as I put my cheek to the comb.<br /><br />It was time to get to working on load data.  I am unaware of any other rifle that has been built as I designed this one to be done.  Certainly no commercial rounds are available so there is no load data, either.  I own a copy of QuickLoad.  It is helpful for a general idea of what to expect.  But I have found that it starts ringing alarm bells and putting up red flags when I enter data for a load I use in the .358 Winchester that is straight out of the latest Nosler manual and in the middle range.  So I think QL is extremely conservative.  Therefore I feel I am on fairly safe ground if I carefully use good loading tech-nique and pay attention to pressure signs.<br /><br />To find a starting load I borrowed from Ken Waters’ Pet Loads compilation.  Ken designed and built a .416 rifle using the .350 Remington Mag case, and subsequently published the load data for his .416 Express in the compilation.  Ken also developed load data for the .416 Taylor.  It just happens he used three of the same IMR powders for each cartridge.  I checked the capacity of the Waters Express and the Taylor cases in QuickLoad and found that the Express was 15% less than my case and the Taylor was 7% more than my case.  So after a bit of extrapolation I came up with equivalent loads for a 350 grain bullet with the three common powders.  I then averaged the two starting loads for each powder and concluded I was erring on the safe side since my results would be skewed towards the Express cartridge.<br /><br />It was time to do some loading.  The smith who built my gun ordered a set of loading dies from Hornady.  He took a Mauser action he has, chambered a stub barrel in his shop, and fire formed 100 rounds of new brass for me.  So I had the proper set of dies to start with.  But this is to be a cast bullet rifle.  And the Hornady dies are a two die set.  I obtained a die body from RCBS and sent it to friend Lloyd deVore who performs magic with a lathe.  He turned out a perfect neck expanding die for cast bullets. Out to the shop and crank a loading press handle.  With 20 rounds of loaded ammo I head for the range and set up my target.  The moment of truth.  Hmm, what is this uncontrollable shaking, am I developing a serious viral infection?<br /><br />The first shot can only be described as a tremendous shock.  None of my other rifles come even close to half the recoil of this one.  An eight pound rifle with a 350 grain bullet propelled out the muzzle at approximately 2150 f.p.s. can only be “exciting” the first time it is shot. But then you begin to get accustomed to it and find it isn’t too bad.  And it really isn’t too bad.  Indeed, I have moved my velocity up to about 2300 since that first shot.  And it isn’t at all painful, just a very stout shove.  And it doesn’t even slam my thumb knuckle into my nose or cheekbone like so many heavy rifles do.  So when I carry this rifle in the very steep mountains of north Idaho I will be glad I agreed to what the stockmaker suggested I do.<br /><br /> </div>	</div>	<div class="row"> <div class="col-md-6"> 	.There is still much work to do.  My sight set has a too high front sight so I must change that to bring the point of aim up at 100 yards.  My goal is to have +2” at 100 so I can reasonably expect the gun to shoot plus or minus two inches out to approximately 180 yards.  I still have some problems to work out with proper seating depth so I have a good gas seal in the throat and the gun feeds well.  The wide meplat makes that a bit of a challenge.  <br /><br /> </div>		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> 	<b>.358 Winchester (225 gr.), .416 x 300 (350 gr.)</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12"> I intend to do a lot more load development.  I presently use 61 grains IMR 3031 for my load.  I’m not at all sure 3031 will be the best powder for this cartridge until I have tried a lot of others.  But all the things yet to be done are fun for those of us who enjoy experimenting with their guns.<br /><br />I suppose it is fair to expect some to ask what I might want with a .416 rifle?  The best answer I can give is I didn’t have one and always wanted one.  Beyond that does anyone need a reason for having more than three rifles?  And it gave me an excuse to build a rifle that doesn’t otherwise exist unless someone else had the same idea after looking at the .300 WSM case.<br /><br />And how does it shoot?  I just had the chance to put it on a bench last week.  At 50 yards I got one three shot group that was tight enough it was difficult to discern three holes.  They measured approximately .416 x .550. But 50 yards is not a good measure of how a rifle shoots. At 100 yards the bullets were dispersing because they weren’t seated out far enough to give me a good gas seal and the barrel had leaded a bit.  Until I have done much more work on loads and getting a proper seal I won’t know how well the gun shoots.  That can be another story at a different time. <br /><br /> And did it all go smoothly?  No, it definitely did not!I found I had to backtrack several times and still have some loose ends to tie up and clean up.  But I suppose that is the price one pays when he doesn’t have the skills or the tools to do all the work himself.<br /><br />For now I am pleased to have realized a long desire to do something really different with a rifle that might not have been done by anyone else.  And it seems to work in spite of me.  So if that chance to hunt Alaska ever comes up I know I will have a rifle suitable to the hunt.<br /><br /> </div>	</div>]]></content:encoded><pubDate>Thu, 03 Aug 2017 03:06:49 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/8/102/the-.416-x-.300-project-rifle</guid></item></channel></rss>